From 2211e7abda0c7e43555000bd79a29d3c6c1829c2 Mon Sep 17 00:00:00 2001 From: Elias Kohout Date: Mon, 9 Jan 2023 18:23:11 +0100 Subject: [PATCH] Init. --- .gitignore | 1 + Seminararbeit.pdf | Bin 0 -> 7717286 bytes src/Deepfake.ipynb | 689 + src/Gesichterextrahierer.py | 247 + src/LoggingCallback.py | 60 + src/README.md | 79 + .../haarcascade_frontalface_default.xml | 33314 ++++++++++++++++ src/daten/lernen/Gesichter/A/.gitkeep | 0 src/daten/lernen/Gesichter/B/.gitkeep | 0 src/requirements.txt | 7 + src/skripte/_gib_gewichte_aus_h5dump.awk | 30 + src/skripte/_speichere_modell_als_h5.py | 7 + src/skripte/frame_shuffle.py | 38 + src/skripte/gib_val_loss.awk | 21 + src/skripte/log_Analyse.awk | 68 + src/skripte/plot.sh | 40 + src/skripte/trainingsplan.sh | 14 + 17 files changed, 34615 insertions(+) create mode 100644 .gitignore create mode 100644 Seminararbeit.pdf create mode 100644 src/Deepfake.ipynb create mode 100644 src/Gesichterextrahierer.py create mode 100644 src/LoggingCallback.py create mode 100644 src/README.md create mode 100644 src/daten/cascades/haarcascade_frontalface_default.xml create mode 100644 src/daten/lernen/Gesichter/A/.gitkeep create mode 100644 src/daten/lernen/Gesichter/B/.gitkeep create mode 100644 src/requirements.txt create mode 100644 src/skripte/_gib_gewichte_aus_h5dump.awk create mode 100644 src/skripte/_speichere_modell_als_h5.py create mode 100644 src/skripte/frame_shuffle.py create mode 100644 src/skripte/gib_val_loss.awk create mode 100644 src/skripte/log_Analyse.awk create mode 100644 src/skripte/plot.sh create mode 100644 src/skripte/trainingsplan.sh diff --git a/.gitignore b/.gitignore new file mode 100644 index 0000000..79b5594 --- /dev/null +++ b/.gitignore @@ -0,0 +1 @@ +**/.DS_Store diff --git a/Seminararbeit.pdf b/Seminararbeit.pdf new file mode 100644 index 0000000000000000000000000000000000000000..6420283a46d0129d918a213a66fee15709f62cb8 GIT binary patch literal 7717286 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zDv$%22%e9!CnRy3F!w;h;Mz#S;Cm>*DEcOV!Oyb51sjmLuzkQy;eLq3ufcVYgu%Ts zz$iI4@PrS}8-Sa`!a0J(*TJz$!r&YMo+JPQ5ZXVW6|M{5=>kQrBVlmQK*HeI2RtEA z0_h-t=bVsUJc59La|sE9o)rP+6+DN9_8DNvfA( `erstelleDatensatz(pfad: str) -> list[list]`\n", + ">\n", + "> Lädt alle Bilder in dem übergebenen Verzeichnis in zwei Datensätze und gibt diese als Liste zurück. Jeder Pixelwert wird durch 255 geteilt, um die Werte auf den Bereich zwischen 0 und 1 zu projektieren. Dies stellt sicher, dass die Werte des künstlischen Neuronale Netzes (KNN), wenn das Bild übergeben wird, nicht zu groß werden. Die Bilder werden in zwei Datensätze umgewandelt, zu 75% zum Trainieren des KNN und zu 25% zum Prüfen und Bewerten der Leistung des Netzes.\n", + "\n", + "> `teileListe(liste: list, verteilung: float) -> list[list]`\n", + ">\n", + "> Teilt die übergebene Liste in zwei Listen und gibt diese zurück. Die erste zurückgegebene Liste hat ein Länge von _n_-% der übergebenen Liste, wobei _n_ als Kommazahl zwischen 1 und 0 mit `verteilung` übergeben wird.\n", + "\n", + "> `verzerren(bild: list, staerke: int) -> 'Bild'`\n", + ">\n", + "> Gibt eine verzerrte Version des übergebene Bild, als würde man das Bild von weiter rechts betrachten. Die `stärke` (eine ganze Z)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Um zu prüfen, ob dies geklappt hat, wird hier ein beispielhaftes Bild dargestellt.**" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5000 Bilder aus daten/lernen/Gesichter/A geladen.\n", + "5000 Bilder aus daten/lernen/Gesichter/B geladen.\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "import cv2\n", + "import os\n", + "\n", + "def erstelleDatensatz(pfad: str, anzahl: int) -> list:\n", + " bilder = []\n", + " for wurzel, ordner, dateien in os.walk(pfad):\n", + " dateien = [e for e in dateien if e.split(\".\")[-1].lower() in ['png', 'jpg', 'jpeg']]\n", + " dateien = dateien[:int(anzahl/4)]\n", + " for datei in dateien:\n", + " bild = cv2.imread(os.path.join(wurzel, datei))\n", + " bild = bild.astype('float32')\n", + " bild /= 255.0\n", + " \n", + " for e in [bild, np.fliplr(bild), verzerren(bild, 10), np.fliplr(verzerren(bild, 10))]:\n", + " bilder.append(e)\n", + " if len(bilder) >= anzahl: break\n", + " \n", + " np.random.shuffle(bilder)\n", + " bilder_train, bilder_test = teileListe(bilder, 0.75)\n", + " bilder_train, bilder_test = np.array(bilder_train), np.array(bilder_test)\n", + " print('%d Bilder aus %s geladen.' % (len(bilder), pfad))\n", + " return [bilder_train, bilder_test]\n", + "\n", + "def teileListe(liste: list, verteilung: float) -> list:\n", + " x = int(len(liste)*verteilung)\n", + " return [liste[:x], liste[x:]]\n", + "\n", + "def verzerren(bild: list, staerke: int) -> list:\n", + " hoehe, breite = bild.shape[0:2]\n", + " punkte_von = np.float32([[0, 0], [0, hoehe], [breite, 0], [breite, hoehe]])\n", + " punkte_nach = np.float32([[0, staerke], [0, hoehe-staerke], [breite, 0], [breite, hoehe]])\n", + " matrix = cv2.getPerspectiveTransform(punkte_von, punkte_nach)\n", + " bild_verzerrt = cv2.warpPerspective(bild, matrix, (breite, hoehe))\n", + " bild_verzerrt = bild_verzerrt[staerke:hoehe-staerke, staerke:breite-staerke]\n", + " return cv2.resize(bild_verzerrt, (breite, hoehe))\n", + "\n", + "datensatz_gesichter_A_train, datensatz_gesichter_A_test = erstelleDatensatz('daten/lernen/Gesichter/A', 5000)\n", + "NAME_AUTOENCODER_A = 'Biden'\n", + "\n", + "datensatz_gesichter_B_train, datensatz_gesichter_B_test = erstelleDatensatz('daten/lernen/Gesichter/B', 5000)\n", + "NAME_AUTOENCODER_B = 'Trump'" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Um zu prüfen, ob die Bilder korrekt geladen wurden" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "

          " + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib.pyplot import imshow\n", + "%matplotlib inline\n", + "\n", + "imshow(cv2.cvtColor(datensatz_gesichter_B_test[1], cv2.COLOR_BGR2RGB))\n", + "\n", + "del imshow" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Initialisieren des Neuronalen Netzes\n", + "***\n", + "Nun wird das künstlichen Neuronale Netz initialisiert. Dazu wird die Struktur des Netzes definiert und das Modell anschließend kompiliert." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Definieren der Struktur des Encoder und Decoder\n", + "\n", + "Der `NAME` wird als Idenetifikation und zum Abspeichern verwendet.\n", + "\n", + "> `logSummary(string: str)`\n", + ">\n", + "> Die Funktion, die später dazu verwendet wird die Zusammenfassung des Netzes abzuspeichern.\n", + "\n", + "> `gibEncoder()`\n", + ">\n", + "> Definiere hier deinen Encoder. Das Modell wird von der Funktion zurückgegeben.\n", + "\n", + "> `gibDecoder()`\n", + ">\n", + "> Definiere hier deinen Decoder. Das Modell wird von der Funktion zurückgegeben." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "import tensorflow as tf\n", + "\n", + "IMG_SHAPE = (128, 128, 3)\n", + "NAME = \"Dense_Pres\"\n", + "\n", + "def logSummary(string: str):\n", + " with open(f\"./daten/modelle/{NAME}/modell.info\", \"a\") as datei:\n", + " datei.write(string + \"\\n\")\n", + "\n", + "def gibEncoder():\n", + " encoder = tf.keras.Sequential(name='encoder')\n", + " encoder.add(tf.keras.layers.Reshape( (49152,), input_shape=( IMG_SHAPE ) ))\n", + " encoder.add(tf.keras.layers.Dense( 500 ))\n", + " encoder.add(tf.keras.layers.Dense( 200 ))\n", + " \n", + " encoder.summary(print_fn=logSummary)\n", + " print(encoder.summary())\n", + " return encoder\n", + "\n", + "def gibDecoder():\n", + " decoder = tf.keras.Sequential(name='decoder')\n", + " decoder.add(tf.keras.layers.Dense(500, input_shape=(200,)))\n", + " decoder.add(tf.keras.layers.Dense( 49152 ))\n", + " decoder.add(tf.keras.layers.Reshape( IMG_SHAPE ))\n", + " \n", + " decoder.summary(print_fn=logSummary)\n", + " print(decoder.summary())\n", + " return decoder" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Kombinieren des Encoder und Decoder zu den Autoencodern" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "def gibAutoencoder(name):\n", + " x = tf.keras.layers.Input( shape=IMG_SHAPE, name='input_layer' )\n", + " encoder, decoder = gibEncoder(), gibDecoder()\n", + " autoencoder = tf.keras.Model(x, decoder(encoder(x)), name=name)\n", + " \n", + " print(autoencoder.summary())\n", + " return autoencoder" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Kompilieren der Modelle mit einem Optimizer\n", + "\n", + "> `gibKompiliertenAutoencoder(name)`\n", + ">\n", + "> Kombiniert den Encoder und Decoder zu einem Autoencoder und gibt diesen als kompiliertes Modell zurück." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "OPTIMIZER_FUNKTION = tf.keras.optimizers.Adam(learning_rate=1e-5)\n", + "LOSS_FUNKTION = tf.keras.losses.MeanSquaredError()\n", + "\n", + "def gibKompiliertenAutoencoder(name):\n", + " autoencoder = gibAutoencoder(name)\n", + " autoencoder.compile(optimizer=OPTIMIZER_FUNKTION, loss=LOSS_FUNKTION)\n", + " \n", + " return autoencoder" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Falls bereits ein Modell mit dem zuvor definierten Namen exestiert, wird dieses geladen. Ist das nicht der Fall, wird ein neues Modell erstellt. Anschließend wird zur Übersicht der Fehler-Wert der Modelle ermittelt." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2021-12-21 14:54:53.581644: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.625449: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.625767: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.626281: I tensorflow/core/platform/cpu_feature_guard.cc:142] This TensorFlow binary is optimized with oneAPI Deep Neural Network Library (oneDNN) to use the following CPU instructions in performance-critical operations: AVX2 AVX512F FMA\n", + "To enable them in other operations, rebuild TensorFlow with the appropriate compiler flags.\n", + "2021-12-21 14:54:53.627225: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.627478: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.627753: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.854500: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.854687: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.854828: I tensorflow/stream_executor/cuda/cuda_gpu_executor.cc:937] successful NUMA node read from SysFS had negative value (-1), but there must be at least one NUMA node, so returning NUMA node zero\n", + "2021-12-21 14:54:53.854966: I tensorflow/core/common_runtime/gpu/gpu_device.cc:1510] Created device /job:localhost/replica:0/task:0/device:GPU:0 with 3205 MB memory: -> device: 0, name: NVIDIA GeForce GTX 1050 Ti, pci bus id: 0000:02:00.0, compute capability: 6.1\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "SavedModel file does not exist at: ./daten/modelle/Dense_Pres/Trump//{saved_model.pbtxt|saved_model.pb}\n", + "Model: \"encoder\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "reshape (Reshape) (None, 49152) 0 \n", + "_________________________________________________________________\n", + "dense (Dense) (None, 500) 24576500 \n", + "_________________________________________________________________\n", + "dense_1 (Dense) (None, 200) 100200 \n", + "=================================================================\n", + "Total params: 24,676,700\n", + "Trainable params: 24,676,700\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n", + "Model: \"decoder\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "dense_2 (Dense) (None, 500) 100500 \n", + "_________________________________________________________________\n", + "dense_3 (Dense) (None, 49152) 24625152 \n", + "_________________________________________________________________\n", + "reshape_1 (Reshape) (None, 128, 128, 3) 0 \n", + "=================================================================\n", + "Total params: 24,725,652\n", + "Trainable params: 24,725,652\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n", + "Model: \"autoencoder_A\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "input_layer (InputLayer) [(None, 128, 128, 3)] 0 \n", + "_________________________________________________________________\n", + "encoder (Sequential) (None, 200) 24676700 \n", + "_________________________________________________________________\n", + "decoder (Sequential) (None, 128, 128, 3) 24725652 \n", + "=================================================================\n", + "Total params: 49,402,352\n", + "Trainable params: 49,402,352\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n", + "Model: \"encoder\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "reshape_2 (Reshape) (None, 49152) 0 \n", + "_________________________________________________________________\n", + "dense_4 (Dense) (None, 500) 24576500 \n", + "_________________________________________________________________\n", + "dense_5 (Dense) (None, 200) 100200 \n", + "=================================================================\n", + "Total params: 24,676,700\n", + "Trainable params: 24,676,700\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n", + "Model: \"decoder\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "dense_6 (Dense) (None, 500) 100500 \n", + "_________________________________________________________________\n", + "dense_7 (Dense) (None, 49152) 24625152 \n", + "_________________________________________________________________\n", + "reshape_3 (Reshape) (None, 128, 128, 3) 0 \n", + "=================================================================\n", + "Total params: 24,725,652\n", + "Trainable params: 24,725,652\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n", + "Model: \"autoencoder_B\"\n", + "_________________________________________________________________\n", + "Layer (type) Output Shape Param # \n", + "=================================================================\n", + "input_layer (InputLayer) [(None, 128, 128, 3)] 0 \n", + "_________________________________________________________________\n", + "encoder (Sequential) (None, 200) 24676700 \n", + "_________________________________________________________________\n", + "decoder (Sequential) (None, 128, 128, 3) 24725652 \n", + "=================================================================\n", + "Total params: 49,402,352\n", + "Trainable params: 49,402,352\n", + "Non-trainable params: 0\n", + "_________________________________________________________________\n", + "None\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2021-12-21 14:54:54.619808: I tensorflow/compiler/mlir/mlir_graph_optimization_pass.cc:185] None of the MLIR Optimization Passes are enabled (registered 2)\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "1/1 [==============================] - 0s 260ms/step - loss: 0.3187\n", + "Aktueller Loss von A (Biden): 0.3186674416065216\n", + "1/1 [==============================] - 0s 47ms/step - loss: 0.2146\n", + "Aktueller Loss von B (Trump): 0.21455346047878265\n" + ] + } + ], + "source": [ + "try:\n", + " autoencoder_A = tf.keras.models.load_model(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_A}/\")\n", + " autoencoder_B = tf.keras.models.load_model(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_B}/\")\n", + " print(\"Modelle von der Festplatte geladen.\\n\")\n", + "except Exception as e:\n", + " print(e)\n", + " try:\n", + " os.mkdir(f\"./daten/modelle/{NAME}/\")\n", + " os.mkdir(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_A}/\")\n", + " os.mkdir(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_B}/\")\n", + " os.mkdir(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_A}/Bilder/\")\n", + " os.mkdir(f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_B}/Bilder/\")\n", + " except FileExistsError:\n", + " pass\n", + " autoencoder_A = gibKompiliertenAutoencoder(name=\"autoencoder_A\")\n", + " autoencoder_B = gibKompiliertenAutoencoder(name=\"autoencoder_B\")\n", + " \n", + "loss = autoencoder_A.evaluate(datensatz_gesichter_A_test[:32], datensatz_gesichter_A_test[:32])\n", + "print(f\"Aktueller Loss von A ({NAME_AUTOENCODER_A}): {loss}\")\n", + "\n", + "loss = autoencoder_B.evaluate(datensatz_gesichter_B_test[:32], datensatz_gesichter_B_test[:32])\n", + "print(f\"Aktueller Loss von B ({NAME_AUTOENCODER_B}): {loss}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Trainieren\n", + "***" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Festlegen von Checkpoints für das Trainieren\n", + "\n", + "Hier werden Callbacks definiert, die später Trainingsfunktion übergeben werden. Die Callbacks enthalten Anweisungen, die während dem Training ausgeführt werden. Hierzu zählt zum Beispiel das regelmäßige Speichern des Fortschritts." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "from tensorflow.keras.callbacks import ModelCheckpoint\n", + "import LoggingCallback as lc\n", + "\n", + "\n", + "autoencoder_A_logging_callback = lc.LoggingCallback(\n", + " pfad_modell=f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_A}/\",\n", + " bild_A=datensatz_gesichter_A_test[1],\n", + " bild_B=datensatz_gesichter_B_test[1]\n", + ")\n", + "\n", + "autoencoder_B_logging_callback = lc.LoggingCallback(\n", + " pfad_modell=f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_B}/\",\n", + " bild_A=datensatz_gesichter_A_test[1],\n", + " bild_B=datensatz_gesichter_B_test[1]\n", + ")\n", + "\n", + "autoencoder_A_checkpoint_callback = ModelCheckpoint(\n", + " f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_A}/\",\n", + " monitor='val_loss',\n", + " save_best_only=True\n", + ")\n", + "\n", + "autoencoder_B_checkpoint_callback = ModelCheckpoint(\n", + " f\"./daten/modelle/{NAME}/{NAME_AUTOENCODER_B}/\",\n", + " monitor='val_loss',\n", + " save_best_only=True\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Eigentliches Trainieren des Netzes\n", + "\n", + "Nun wird das Modell trainiert. In der dritten Zeile kann die gewünschte Dauer des Trainings definiert werden. Die beiden Autoencoder werden abwechselnd für jeweils ein Epoche trainiert, dann wird Encoder zwischen den Modellen getauscht. Dies soll sicherstellen, dass die beiden Autoencoder die geichen Muster in den Bilder erkennen und somit schlussendlich Bilder fälschen.\n", + "Die batch_size bestimmt wie viel Bilder gleichzeitig trainiert werden. Ist dieser Wert zu hoch kommt es schnell zu einem OOM (Out of Memory, also dem Volllaufen des Arbeitsspeichers) Error." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "!- Noch für ~8.0h beschäftigt.\n" + ] + }, + { + "ename": "NameError", + "evalue": "name 'autoencoder_A_checkpoint_callback' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m/tmp/ipykernel_210458/3360853189.py\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 13\u001b[0m \u001b[0mshuffle\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 14\u001b[0m \u001b[0mvalidation_data\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdatensatz_gesichter_A_test\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdatensatz_gesichter_A_test\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 15\u001b[0;31m \u001b[0mcallbacks\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mautoencoder_A_checkpoint_callback\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mautoencoder_A_logging_callback\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 16\u001b[0m )\n\u001b[1;32m 17\u001b[0m \u001b[0mautoencoder_B\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlayers\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mautoencoder_A\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget_layer\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'encoder'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mNameError\u001b[0m: name 'autoencoder_A_checkpoint_callback' is not defined" + ] + } + ], + "source": [ + "import time, gc\n", + "\n", + "ZEITPUNKT_ENDE = time.time() + int(8*60*60)\n", + "\n", + "while time.time() < ZEITPUNKT_ENDE:\n", + " print(\"!- Noch für ~{:.1f}h beschäftigt.\".format(( ZEITPUNKT_ENDE-time.time() )/3600) )\n", + " \n", + " autoencoder_A.fit(\n", + " datensatz_gesichter_A_train,\n", + " datensatz_gesichter_A_train,\n", + " epochs=1,\n", + " batch_size=16,\n", + " shuffle=True,\n", + " validation_data=(datensatz_gesichter_A_test, datensatz_gesichter_A_test),\n", + " callbacks=[autoencoder_A_checkpoint_callback, autoencoder_A_logging_callback]\n", + " )\n", + " autoencoder_B.layers[1] = autoencoder_A.get_layer('encoder')\n", + " gc.collect()\n", + " \n", + " autoencoder_B.fit(\n", + " datensatz_gesichter_B_train,\n", + " datensatz_gesichter_B_train,\n", + " epochs=1,\n", + " batch_size=16,\n", + " shuffle=True,\n", + " validation_data=(datensatz_gesichter_B_test, datensatz_gesichter_B_test),\n", + " callbacks=[autoencoder_B_checkpoint_callback, autoencoder_B_logging_callback]\n", + " )\n", + " autoencoder_A.layers[1] = autoencoder_B.get_layer('encoder')\n", + " gc.collect()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Fälschen eines neuen Videos\n", + "\n", + "Nun geht es daran das Gefälschte Video zu erstellen.\n", + "\n", + "---\n", + "Zunächst hat man hier die Möglichkeit eine Vorschau der Leistungsfähigkeit des Modells zu erhalten.\n", + "\n", + "Wechsle zwischen `autoencoder_A` und `autoencoder_B`, um das Modell zur jeweils anderen Person zu ändern.\n", + "\n", + "Wechsle zwischen `datensatz_gesichter_A_test` und `datensatz_gesichter_B_test`, um die Person, deren Gesichter dem Modell übergeben werden zu ändern.\n", + "\n", + "Ändere den Index nach `datensatz_gesichter_*_test`, um ein anderes Gesicht der Person auszuwählen." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "from matplotlib.pyplot import imshow\n", + "%matplotlib inline\n", + "\n", + "img = cv2.cvtColor(autoencoder_A.predict(datensatz_gesichter_A_test[1].reshape(1, 128, 128, 3))[0], cv2.COLOR_BGR2RGB)\n", + "img = cv2.normalize(img, None, 0, 1, cv2.NORM_MINMAX)\n", + "imshow(img)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Und abschließend kann hier ein Video gefälscht werden. Ändere auch hier `autoencoder_*`, um das Modell zu wechseln." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import Gesichterextrahierer as GE\n", + "\n", + "PFAD_KASKADE = './daten/cascades/haarcascade_frontalface_default.xml'\n", + "\n", + "def fake(bild):\n", + " bild = bild.astype('float32')\n", + " bild /= 255.0\n", + " erg = autoencoder_B.predict(bild.reshape(1, 128, 128, 3))[0]\n", + " erg = cv2.normalize(erg, None, 0, 255, cv2.NORM_MINMAX)\n", + " return erg\n", + "\n", + "g = GE.Gesichterextrahierer(PFAD_KASKADE)\n", + "g.lade('./Joe_Biden_nah.mp4')\n", + "g.fuerGesichterMache(fake, 10000, True)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "py38", + "language": "python", + "name": "py38" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.12" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/src/Gesichterextrahierer.py b/src/Gesichterextrahierer.py new file mode 100644 index 0000000..9519400 --- /dev/null +++ b/src/Gesichterextrahierer.py @@ -0,0 +1,247 @@ +#!/usr/bin/python3 + +""" +Ein Skript das sowohl als eigenständiges Programm genutzt werden kann, als auch als +Modul importiert werden kann. Ermöglicht das Extrahieren und bearbeiten von Gesichtern +in Videos. + +Nutzung als Modul: +1. Mit dem Pfad zur Kaskade initalisieren. +2. Optional die Bildergröße der Ausgabe mit 'setzeBildergroesse' setzen. +3. Video laden mit 'lade'. +4. Video mit den anderen Methoden + - fürGesichterMache + - extrahiereGesichter + - extrahiereUndValidiereGesichter + bearbeiten. + +Nutzung als Skript: +-> Mit Python3 und der '-h' Option starten um die Hilfe angezeigt zu bekommen. +""" + +import sys, cv2, time, os +import numpy as np +import face_recognition + + +class Gesichterextrahierer: + + def __init__(self, pfad_cascade: str): + self.CASCADE = cv2.CascadeClassifier(pfad_cascade) + self.bildgroesse_output = 128 + self.counter = 0 + + + def setzeBildgroesse(self, bildgroesse_output): + self.bildgroesse_output = bildgroesse_output + + + def lade(self, pfad_video): + self.pfad_video = pfad_video + self.video = cv2.VideoCapture(pfad_video) + self.fps = self.video.get(cv2.CAP_PROP_FPS) + self.frame_height = int(self.video.get(cv2.CAP_PROP_FRAME_HEIGHT)) + self.frame_width = int(self.video.get(cv2.CAP_PROP_FRAME_WIDTH)) + + + def play(self): + """ + Spielt das geladene Video in einem neuen Fenster ab. Escape beendet die Wiedergabe. + """ + while True: + ist_bild, bild = self.video.read() # Nächsten Frame einlesen + if cv2.waitKey(1) == 27 or not ist_bild: + break + cv2.imshow('Deepfakeskript - Video', bild) + time.sleep(1/self.fps-1) + self.video.set(cv2.CAP_PROP_POS_FRAMES, 1) # Video zurücksetzen, damit es wieder eingelesen werden kann + cv2.destroyAllWindows() + + + def fuerUnskalierteGesichterMache(self, funktion, max_anzahl_gesichter, speichern=True) -> int: # Nachträglich hinzugefügt, benötigt Verbesserungen + if speichern: # Vorbereitung für das Abspeichern des neuen Videos + pfad_Video_ohne_Endung = ".".join(self.pfad_video.split(".")[:-1]) + video_writer = cv2.VideoWriter(f'{pfad_Video_ohne_Endung}_geändert.mp4', cv2.VideoWriter_fourcc(*'mp4v'), self.fps, (self.frame_width, self.frame_height)) + + ist_bild, bild = self.video.read() # Ersten Frame einlesen + + while ist_bild: # Solange das Video nicht zu Ende ist + bild_grau = cv2.cvtColor(bild, cv2.COLOR_BGR2GRAY) + gesichter = self.CASCADE.detectMultiScale(bild_grau, scaleFactor=1.3, minNeighbors=5, minSize=(self.bildgroesse_output,)*2 ) # Gesichter erkennen + if len(gesichter): + x, y, breite, hoehe = gesichter[0] # Bearbeitet nur das erste Gesicht + gesicht = bild[y:y+hoehe, x:x+breite] # Kopieren des Gesichts + rueckgabe_funktion = funktion( gesicht ) # Die übergebene Funktion ausführen + if type(rueckgabe_funktion) == bool and rueckgabe_funktion == False: break # Mit dem nächsten Frame fortfahren + if speichern: + if type(rueckgabe_funktion) != bool: + bild[y:y+hoehe, x:x+breite] = rueckgabe_funktion # Rückgabe der Funktion in das Bild einsetzen + video_writer.write(bild) # Frame an das neue Video anhängen + print("\r"+"Es wurden erfolgreich %d Bilder bearbeitet." % self.counter, end='') + self.counter += 1 + elif speichern: + video_writer.write(bild) # Frame an das neue Video anhängen auch wenn kein Gesicht gefunden wurde + + ist_bild, bild = self.video.read() # Nächsten Frame einlesen + if self.counter >= max_anzahl_gesichter: + break + + if speichern: video_writer.release() + self.video.set(cv2.CAP_PROP_POS_FRAMES, 1) # Video zurücksetzen, damit es wieder eingelesen werden kann + x = self.counter + self.counter = 0 + return x + + def gesichterEinrahmen(self): + def rahmenHinzufuegen(bild): + farbe = [0, 0, 255] + for y in range(len(bild)): + for x in range(len(bild[0])): + if x <= 4 or x >= len(bild[0])-4 or y <= 4 or y >= len(bild)-4: + bild[y][x] = farbe + return bild + self.fuerGesichterMache(rahmenHinzufuegen, 10000000) + + def fuerGesichterMache(self, funktion, max_anzahl_gesichter, speichern=True) -> int: + """ + Fürt die übergebene Funktion für alle Gesichter in dem Video aus. Es werden maximal ein Gesicht pro Bild erkannt. + + + :funktion: Eine Funktion, der beim Ausführen ein Parameter, der Bildausschnitt des Gesichts, als Liste übergeben wird. + Gibt die Funktion False zurück wird das gerade bearbeitete Bild übersprungen. + Gibt die Funktion True wird der Counter erhöht und das nächste Bild geladen, sofern nicht das Maximum erreicht wurde. + Gibt die Funktion ein Bild als Liste zurück, wird dies anstelle des übergebenen Gesichts in das Bild des Videos eingesetzt. Das Ein- und Ausgabeliste muss die gleiche Form haben. + Es kann von der Funktion aus `self.counter` zugegriffen werden, um die Anzahl an bearbeiteten Bildern zu erhalten. + :max_anzahl_gesichter: Definiert die Anzahl an Gesichtern, die maximal bearbeitet werden. Die Funktion endet vorzeitig wenn die Videodatei zu Ende ist. + :speichern: Bei True wird eine Videodatei abgespeichert, die die mögliche Änderungen beinhaltet. + Bei False ist dies nicht der Fall. + :return: Gibt die Anzahl an bearbeiteten Bildern zurück. + """ + if speichern: # Vorbereitung für das Abspeichern des neuen Videos + pfad_Video_ohne_Endung = ".".join(self.pfad_video.split(".")[:-1]) + video_writer = cv2.VideoWriter(f'{pfad_Video_ohne_Endung}_geändert.mp4', cv2.VideoWriter_fourcc(*'mp4v'), self.fps, (self.frame_width, self.frame_height)) + + ist_bild, bild = self.video.read() # Ersten Frame einlesen + + while ist_bild: # Solange das Video nicht zu Ende ist + bild_grau = cv2.cvtColor(bild, cv2.COLOR_BGR2GRAY) + gesichter = self.CASCADE.detectMultiScale(bild_grau, scaleFactor=1.3, minNeighbors=5, minSize=(self.bildgroesse_output,)*2 ) # Gesichter erkennen + if len(gesichter): + x, y, breite, hoehe = gesichter[0] # Bearbeitet nur das erste Gesicht + gesicht = bild[y:y+hoehe, x:x+breite] # Kopieren des Gesichts + gesicht_skaliert = cv2.resize( gesicht, (self.bildgroesse_output,)*2 ) + rueckgabe_funktion = funktion( gesicht_skaliert ) # Die übergebene Funktion ausführen + if type(rueckgabe_funktion) == bool and rueckgabe_funktion == False: break # Mit dem nächsten Frame fortfahren + if speichern: + if type(rueckgabe_funktion) != bool: + rueckgabe_funktion = cv2.resize(rueckgabe_funktion, (breite, hoehe)) + bild[y:y+hoehe, x:x+breite] = rueckgabe_funktion # Rückgabe der Funktion in das Bild einsetzen + video_writer.write(bild) # Frame an das neue Video anhängen + print("\r"+"Es wurden erfolgreich %d Bilder bearbeitet." % self.counter, end='') + self.counter += 1 + elif speichern: + video_writer.write(bild) # Frame an das neue Video anhängen auch wenn kein Gesicht gefunden wurde + + ist_bild, bild = self.video.read() # Nächsten Frame einlesen + if self.counter >= max_anzahl_gesichter: + break + + if speichern: video_writer.release() + self.video.set(cv2.CAP_PROP_POS_FRAMES, 1) # Video zurücksetzen, damit es wieder eingelesen werden kann + x = self.counter + self.counter = 0 + return x + + + def extrahiereGesichter(self, max_anzahl_gesichter: int, ordner_ausgabe: str): + """ + Findet alle Gesichter aus dem Video und speichert sie ab. + + :max_anzahl_gesichter: Definiert die Anzahl an Gesichtern, die maximal bearbeitet werden. Die Funktion endet vorzeitig wenn die Videodatei zu Ende ist. + :ordner_ausgabe: Den Pfad zum Ordner in dem die Bilder abgespeichert werden, dieser muss vorhanden sein. + """ + def funktion(bild): + cv2.imwrite(os.path.join(ordner_ausgabe, f'Gesicht_{self.counter}.png'), bild) + return True + + print("Exportiere Bilder nach %s." % ordner_ausgabe) + anzahl_extrahierter_bilder = self.fuerGesichterMache(funktion, max_anzahl_gesichter, speichern=False) + print("\r"+"Es wurden erfolgreich %d Bilder nach %s exportiert." % (anzahl_extrahierter_bilder, ordner_ausgabe)) + + + def extrahiereUndValidiereGesichter(self, referenzbild: list, max_anzahl_gesichter: int, ordner_ausgabe: str, toleranz=0.6): + """ + Findet alle Gesichter aus dem Video und speichert sie ab, falls sie dem Referenzgesicht ausreichend ähneln. + + :referenzbild: Ein Bild in Form einer Liste das zum Vergleich bei der Validierung verwendet wird. + :max_anzahl_gesichter: Definiert die Anzahl an Gesichtern, die maximal bearbeitet werden. Die Funktion endet vorzeitig wenn die Videodatei zu Ende ist. + :ordner_ausgabe: Den Pfad zum Ordner in dem die Bilder abgespeichert werden, dieser muss vorhanden sein. + :toleranz: Die euklidische Distanz, die maximal zwischen den Vekoren, die die zu vergleichenden Gesichter repräsentieren, + liegen darf, damit diese als von der gleichen Person gelten. (siehe face_recongnition.compare_faces) + """ + encoding_referenz = face_recognition.face_encodings(referenzbild) + def funktion(bild): + try: + encoding_bild = face_recognition.face_encodings(bild)[0] # Gesicht in ein Vektorrepräsentation umwandeln + if face_recognition.compare_faces(encoding_referenz, encoding_bild, tolerance=toleranz)[0]: + cv2.imwrite(os.path.join(ordner_ausgabe, f'Gesicht_{self.counter}.png'), bild) + return True + except Exception: pass + return False + + print("Validiere und exportiere Bilder nach %s." % ordner_ausgabe) + anzahl_extrahierter_bilder = self.fuerGesichterMache(funktion, max_anzahl_gesichter, speichern=False) + print("\r"+"Es wurden erfolgreich %d Bilder nach %s exportiert." % (anzahl_extrahierter_bilder, ordner_ausgabe)) + + +def main(argv): # Wird ausgeführt, wenn das Skript direkt ausgeführt wird + bildgroesse_ausgabe = 128 + max_anzahl_bilder = 50000 + pfad_cascade = "./daten/cascades/haarcascade_frontalface_default.xml" + ordner_ausgabe = "./daten/Gesichter" + pfad_validierungbild = "" + toleranz = 0.6 + gesichter_einrahmen = False + + for index, argument in enumerate(argv): + if argument[0] == '-': + if 'g' == argument[1]: + bildgroesse_ausgabe = int(argv[index+1]) + elif 'a' == argument[1]: + max_anzahl_bilder = int(argv[index+1]) + elif 'c' == argument[1]: + pfad_cascade = argv[index+1] + elif 'o' == argument[1]: + ordner_ausgabe = argv[index+1] + elif 'v' == argument[1]: + pfad_validierungbild = argv[index+1] + elif 't' == argument[1]: + toleranz = float(argv[index+1]) + elif 'r' == argument[1]: + gesichter_einrahmen = True + elif 'h' == argument[1]: + print("Nutzung: %s [Optionen] [Videodatei]\n" % argv[0]) + print("""Optionen: + -g : Größe der Ausgabe Bilder in Pixel + -a : Maximale Anzahl der zu extrahierenden Bildern + -c : Pfad für die Haarcascade + -o : Zielordner für die Ausgabe + -h : Drucken dieser Hilfenachricht + -v : Pfad zu einem Validierungsbild + -t : Toleranz für die Gesichtsvalidierung\n""") + return + + g = Gesichterextrahierer(pfad_cascade) + g.setzeBildgroesse(bildgroesse_ausgabe) + g.lade(argv[-1]) + if pfad_validierungbild: + validierungsbild = cv2.imread(pfad_validierungbild) + g.extrahiereUndValidiereGesichter(validierungsbild, max_anzahl_bilder, ordner_ausgabe, toleranz=toleranz) + elif gesichter_einrahmen: + g.gesichterEinrahmen() + else: + g.extrahiereGesichter(max_anzahl_bilder, ordner_ausgabe) + + +if __name__ == "__main__": + main(sys.argv) diff --git a/src/LoggingCallback.py b/src/LoggingCallback.py new file mode 100644 index 0000000..4645968 --- /dev/null +++ b/src/LoggingCallback.py @@ -0,0 +1,60 @@ +""" +Die Klasse LoggingCallback, erbt von tensorflow.keras.callbacks.Callback + +Wird als Instanz beim Trianieren mit der fit-Methode als callback übergeben. Die Methoden, welche mit "on_..." +beginnen werden zu dem entsprechenden Zeitpunkt wärend des Trainingsprozesses aufgerufen und dokumentieren den +Trainingsvortschritt in der Datei 'train.log' im Verzeichnis des Modells. Bei jedem Trainingsbeginn wird ein +Gesicht von jeder der beiden Personen durch das Modell geschickt und im Verzeichnis 'Bilder' Abgespeichert. +""" + +import tensorflow.keras.callbacks +import time, os, cv2 +import numpy as np + +class LoggingCallback(tensorflow.keras.callbacks.Callback): + def __init__(self, pfad_modell: str, bild_A: list, bild_B: list): + self.pfad_modell = pfad_modell + self.bild_A = bild_A.reshape(1, 128, 128, 3) + self.bild_B = bild_B.reshape(1, 128, 128, 3) + try: os.mkdir(os.path.join(self.pfad_modell, 'Bilder/')) + except FileExistsError: pass + + def log(self, text: str): + with open(os.path.join(self.pfad_modell, 'train.log'), "a") as datei: + datei.writelines("{};{}\n".format(time.time(), text) ) + + def speichereBild(self, bild: list, pfad: str): + bild = cv2.normalize(bild, None, alpha = 0, beta = 255, norm_type = cv2.NORM_MINMAX, dtype = cv2.CV_32F) + bild = bild.astype(np.uint8) + cv2.imwrite(pfad, bild) + + def on_train_begin(self, logs=None): + self.log("Starte Training;") + predicted_A = self.model.predict(self.bild_A)[0] + predicted_B = self.model.predict(self.bild_B)[0] + self.speichereBild(predicted_A, os.path.join(self.pfad_modell, "Bilder/{}_Bild_A.png".format(time.time()) )) + self.speichereBild(predicted_B, os.path.join(self.pfad_modell, "Bilder/{}_Bild_B.png".format(time.time()) )) + + def on_epoch_begin(self, epoch, logs=None): + logString = "on_epoch_begin;epoch;{};".format(epoch) + for key, val in logs.items(): + logString += "{};{};".format(key, val) + self.log(logString) + + def on_epoch_end(self, epoch, logs=None): + logString = "on_epoch_end;epoch;{};".format(epoch) + for key, val in logs.items(): + logString += "{};{};".format(key, val) + self.log(logString) + + def on_train_batch_begin(self, batch, logs=None): + logString = "on_train_batch_begin;batch;{};".format(batch) + for key, val in logs.items(): + logString += "{};{};".format(key, val) + self.log(logString) + + def on_train_batch_end(self, batch, logs=None): + logString = "on_train_batch_end;batch;{};".format(batch) + for key, val in logs.items(): + logString += "{};{};".format(key, val) + self.log(logString) diff --git a/src/README.md b/src/README.md new file mode 100644 index 0000000..3d3b1cb --- /dev/null +++ b/src/README.md @@ -0,0 +1,79 @@ +___ +Das Projekt ist wie folgt strukturiert: + +``` +│ +├── Deepfake.ipynb +├── Gesichterextrahierer.py +├── LoggingCallback.py +├── README.md +├── daten +│   ├── cascades +│   │   └── haarcascade_frontalface_default.xml +│   ├── lernen +│   │   └── Gesichter +│   │   ├── A +│   │   └── B +│   └── modelle +│       └── Autoencoder +│ ├── modell.info +│      ├── Biden +│   │   ├── train.log +│   │   └── Gesichter +│      └── Norris +│      ├── train.log +│      └── Gesichter +└── skripte + ├── extrahiere_val_loss.awk + ├── frame_shuffle.py + ├── log_Analyse.awk + └── plot.sh +``` + +```📒 Deepfake.ipynb``` +_Das zentrale Jupyter Notebook, führe dies aus um ein künstliches Neuronales Netz zu erstellen und zu trainieren._ + +```🐍 Gesichterextrahierer.py``` +_Der Teil des Programms, der es ermöglicht Gesichter aus Videos auszuschneiden und zu manipulieren._ + +```🐍 LoggingCallback.py``` +_Ein Klasse, die dafür zuständig ist den Vortschritt während des Trainierens zu dokumentieren._ + +```📃 README.md``` +_Diese Datei._ + +```🧑🏼‍🦲 haarcascade_frontalface_default.xml``` +_Eine essenzielle Datei, die für das erkennen von Gesichtern im Gesichterextrahierer notwendig ist._ + +```📂 Gesichter``` +_In diesem Ordner werden in den Unterordnern A und B die Extrahierten Gesichter der Personen gespeichert, deren Gesichter ausgetauscht werden sollen. Diese Bilder werden dann zum Lernen verwendet._ + +```📂 modelle``` +_Hier werden, in einzelnen Unterordnern, die Modelle gespeichert. Wird einem Modell ein neuer Name gegeben, wird hier ein neuer Ordner erstellt._ + +```📂 Autoencoder``` +_Ein beispielhafter Ordner, der die Daten zu dem Modell mit dem Namen 'Autoencoder' enthält. Alle Dateien und Ordner, die hier enthalten sind werden automatisch generiert. Die Unterordner 'Biden' und 'Norris' enthalten jeweils einen Autoencoder, deren Namen zuvor gewählt werden kann._ + +```🪵 train.log``` +_Eine Textdatei, in der Lernfortschritt dokumentiert wird._ + +```📂 Bilder``` +_Im Laufe des Trainings werden immer wieder Bilder mit dem Modell erstellt, welche hier dann abgespeichert werden. Die Bilder, die ein 'A' im Namen haben, wurden mit dem Modell komprimiert und so ähnlich wie möglich wiederhergestellt. Die Bilder, die ein 'B' im Namen haben, wurden komprimiert und als die jeweils andere Person wiederhergestellt. Die Zahl im Namen ist die Unixzeit zu der das Bild entstanden ist._ + +```ℹ️ modell.info``` +_Eine Textdatei mit einer Übersicht über die Struktur des Modells._ + +```📂 skripte``` +_Ein Ordner, der ein paar hilfreich Hilfsprogramme enthält._ + +```📄 extrahiere_val_loss.awk``` +_Ein AWK-Skript, dass eine train.log-Datei einliest und eine Liste an Zeitpunkten mit dem passenden Fehlerwert zurückgibt. Es wird für die plot.sh-Datei benötigt._ + +```🐍 frame_shuffle.py``` +_Ein Python-Programm, dass die Bilder in einem Video mischt._ + +```📄 log_Analyse.awk``` +_Ein AWK-Skript, dass eine übergebene train.log-Datei analysiert und eine Zusammenfassung über den Trainingsverlauf gibt._ + +```💲 plot.sh``` +_Ein Bash-Skript, dass aus einer oder mehreren übergebenen train.log-Dateien einen Diagramm erstellt._ diff --git a/src/daten/cascades/haarcascade_frontalface_default.xml b/src/daten/cascades/haarcascade_frontalface_default.xml new file mode 100644 index 0000000..cbd1aa8 --- /dev/null +++ b/src/daten/cascades/haarcascade_frontalface_default.xml @@ -0,0 +1,33314 @@ + + + +BOOST + HAAR + 24 + 24 + + 211 + + 0 + 25 + + <_> + 9 + -5.0425500869750977e+00 + + <_> + + 0 -1 0 -3.1511999666690826e-02 + + 2.0875380039215088e+00 -2.2172100543975830e+00 + <_> + + 0 -1 1 1.2396000325679779e-02 + + -1.8633940219879150e+00 1.3272049427032471e+00 + <_> + + 0 -1 2 2.1927999332547188e-02 + + 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b/src/daten/lernen/Gesichter/A/.gitkeep new file mode 100644 index 0000000..e69de29 diff --git a/src/daten/lernen/Gesichter/B/.gitkeep b/src/daten/lernen/Gesichter/B/.gitkeep new file mode 100644 index 0000000..e69de29 diff --git a/src/requirements.txt b/src/requirements.txt new file mode 100644 index 0000000..8f83bc9 --- /dev/null +++ b/src/requirements.txt @@ -0,0 +1,7 @@ +tensorflow>=2.6.0 +opencv-contrib-python +matplotlib +face_recognition +pyyaml +h5py +jupyterlab diff --git a/src/skripte/_gib_gewichte_aus_h5dump.awk b/src/skripte/_gib_gewichte_aus_h5dump.awk new file mode 100644 index 0000000..d8d79e3 --- /dev/null +++ b/src/skripte/_gib_gewichte_aus_h5dump.awk @@ -0,0 +1,30 @@ +/{/ && gruppe_model_weights { gruppe_model_weights++ } +/}/ && gruppe_model_weights { gruppe_model_weights-- } + +/{/ && gruppe_model_weights && gruppe_layers_1 { gruppe_layers_1++ } +/}/ && gruppe_model_weights && gruppe_layers_1 { gruppe_layers_1--; if(!gruppe_layers_1) sub(" >.*$", "", gruppen_namen); } + +/{/ && gruppe_model_weights && gruppe_layers_2 { gruppe_layers_2++ } +/}/ && gruppe_model_weights && gruppe_layers_2 { gruppe_layers_2--; if(!gruppe_layers_2) sub(" >.*$", "", gruppen_namen); } + +/GROUP "model_weights"/ { gruppe_model_weights = 1; gruppen_namen = "model_weights" } + +/GROUP/ && !/model_weights/ && gruppe_model_weights { + gsub("\"", "", $2); + if(!gruppe_layers_1) { gruppe_layers_1 = 1; } + else { gruppe_layers_2 = 1; } + gruppen_namen = gruppen_namen " > " $2; + print "\n#G " gruppen_namen; +} + +/(.*): / && gruppe_model_weights && gruppe_layers_1 && gruppe_layers_2 { + if( !match($1, idx_regex) || !idx_regex) { + idx_regex = $1; + sub("[0-9]+\\):", "[0-9]+\\):", idx_regex); + sub("\\(", "\\(", idx_regex); + name = idx_regex + gsub("[\\\\|:]", "", name) + print "\n#N " name; + } + printf("%.4f %.4f %.4f %.4f ", $2, $3, $4, $5); +} diff --git a/src/skripte/_speichere_modell_als_h5.py b/src/skripte/_speichere_modell_als_h5.py new file mode 100644 index 0000000..6bb66d3 --- /dev/null +++ b/src/skripte/_speichere_modell_als_h5.py @@ -0,0 +1,7 @@ +#!/bin/python3 + +from tensorflow.keras.models import load_model +import sys + +modell = load_model(sys.argv[1]) +modell.save(f"./modell.h5") diff --git a/src/skripte/frame_shuffle.py b/src/skripte/frame_shuffle.py new file mode 100644 index 0000000..b6adead --- /dev/null +++ b/src/skripte/frame_shuffle.py @@ -0,0 +1,38 @@ +#!/usr/bin/python3 + +""" +Ein simples Skript, das es ermöglicht die Bilder in einem Video zu mischen. +Wenn die Datei direkt als Skript ausgeführt wird, wird das erste Argument als Pfad für das zu bearbeitende Video verwendet. +""" + +import cv2, sys, random, time + +def shuffle(pfad_video): + video = cv2.VideoCapture(pfad_video) + fps = video.get(cv2.CAP_PROP_FPS) + frame_count = int(video.get(cv2.CAP_PROP_FRAME_COUNT)) + frame_height = int(video.get(cv2.CAP_PROP_FRAME_HEIGHT)) + frame_width = int(video.get(cv2.CAP_PROP_FRAME_WIDTH)) + + pfad_video_ohne_endung = '.'.join(pfad_video.split('.')[:-1]) + + video_writer = cv2.VideoWriter(f'{pfad_video_ohne_endung}_gemischt.mp4', cv2.VideoWriter_fourcc(*'mp4v'), fps, (frame_width, frame_height)) + + frame_num_liste = list(range(1, frame_count+1)) + random.shuffle(frame_num_liste) + + startzeit = time.time() + for ind, val in enumerate(frame_num_liste): + if ind%30 == 0: + verbleibende_min = ( (time.time()-startzeit)/(ind+1) )*( frame_count-ind )/60 + print(f"\rFortschritt: {int(ind/frame_count*100)}%, geschätzte verbleibende Zeit: {verbleibende_min:.2f} Minuten", end='') + video.set(cv2.CAP_PROP_POS_FRAMES, val) + ist_bild, bild = video.read() + video_writer.write(bild) + + video.release() + video_writer.release() + + +if __name__ == '__main__': + shuffle(sys.argv[1]) diff --git a/src/skripte/gib_val_loss.awk b/src/skripte/gib_val_loss.awk new file mode 100644 index 0000000..1446129 --- /dev/null +++ b/src/skripte/gib_val_loss.awk @@ -0,0 +1,21 @@ +# AWK-Skript, dass die train.log Datei eines Modells einliest und eine Liste der 'val_loss' Werte +# mit den Sekunden die bereits fürs Training verwendet wurden ausgibt. Wird von 'plot.sh' verwendet. +# +# Output-Format: +# + +func gibWert(pattern) { + for(i=1; i<=NF; i++){ + if($i == pattern){return i+1;} + } + return 0; +} + +BEGIN { FS = ";"; } + +/Starte Training/{ letzter_zeitpunkt = $1 } +/val_loss/{ + dauer += $1-letzter_zeitpunkt; + letzter_zeitpunkt = $1; + print dauer, "\t", $gibWert("val_loss") +} diff --git a/src/skripte/log_Analyse.awk b/src/skripte/log_Analyse.awk new file mode 100644 index 0000000..a0d62c9 --- /dev/null +++ b/src/skripte/log_Analyse.awk @@ -0,0 +1,68 @@ +# Awk-Skript zum Analysieren der Log-Dateien, die beim Trainieren des Neuronalen Netzes anfallen +BEGIN { FS = ";"; } + +func gibFeldnummer(pattern) { + for(i=1; i<=NF; i++){ + if($i == pattern){return i;} + } + return 0; +} + +func runden(zahl) { + return int(zahl+0.5) +} + +# Trainingsdauer ----------------------------------------------------------------------------------------- + { + if(match($0, "Starte Training")){ + trainingsrunde_nr += 1 + sekunden += vorheriger_Zeitstempel-zeitstempel_Start; + zeitstempel_Start = $1; + if(sekunden > 200000){print trainingsrunde_nr} + } + vorheriger_Zeitstempel = $1; + } +END { + sekunden += vorheriger_Zeitstempel-zeitstempel_Start; + stunden = int(sekunden/3600); sekunden -= stunden*3600; + minuten = int(sekunden/60); sekunden -= minuten*60; + printf("Trainingsdauer:\t\t %sh %smin %ss\n", stunden, minuten, runden(sekunden)); + } + +# Anzahl/Dauer an Epochen ----------------------------------------------------------------------------------------- +/on_epoch_begin/{ epochen++; epochen_start=$1;} +/on_epoch_end/{ avg_epochen_dauer += $1-epochen_start; avg_counter_epochen++;} +END {avg_epochen_dauer /= avg_counter_epochen; printf("Epochen:\t\t %s a ~%ss\n", epochen, avg_epochen_dauer);} + +# Anzahl/Dauer an Batches ----------------------------------------------------------------------------------------- +/on_train_batch_begin/{ batches++; train_batch_start=$1;} +/on_train_batch_end/{ avg_train_batch_dauer += $1-train_batch_start; avg_counter_batch++;} +END {avg_train_batch_dauer /= avg_counter_batch; printf("Trainierte Batches:\t %s a ~%ss\n", batches, avg_train_batch_dauer);} + +# Loss ----------------------------------------------------------------------------------------- +BEGIN { min_loss = 1000000000;} + +/loss/ { + loss = $(gibFeldnummer("loss")+1); + avg_loss+=loss; x++; + if(max_loss < loss){max_loss=loss;}; + if(min_loss > loss){min_loss=loss;}; + } +END { + avg_loss /= x; + printf("LOSS (MIN/MAX/AVG):\t %.10f / %.10f / %.10f \n", min_loss, max_loss, avg_loss); + } + +# Val Loss ------------------------------------------------------------------------------------ +BEGIN { min_val_loss = 1000000000;} + +/val_loss/{ + val_loss = $(gibFeldnummer("val_loss")+1); + avg_val_loss+=val_loss; y++; + if(max_val_loss < val_loss){max_val_loss=val_loss;}; + if(min_val_loss > val_loss){min_val_loss=val_loss;}; + } +END { + avg_val_loss /= y; + printf("VAL_LOSS (MIN/MAX/AVG):\t %.10f / %.10f / %.10f \n", min_val_loss, max_val_loss, avg_val_loss); + } diff --git a/src/skripte/plot.sh b/src/skripte/plot.sh new file mode 100644 index 0000000..d8fa472 --- /dev/null +++ b/src/skripte/plot.sh @@ -0,0 +1,40 @@ +#!/bin/bash + +# Bash-Skript, das aus den als Argumente übergebenen 'train.log' Dateien ein Diagramm macht. +# Verwendet AWK um die Daten zu formatieren und gnuplot um das Diagramm zu erstellen. + +plot_befehl="plot " +for dateiname in $@; do + name=$(echo $dateiname | awk 'BEGIN {FS="/";} { print $3 }' - | sed -e "s/DenseLayers\?_.*_//g" ) # Namen aus dem Pfad extrahieren + dateiname_daten=plot-script_$name.temp + awk -f skripte/gib_val_loss.awk $dateiname > $dateiname_daten # Datei mit den zu plotenden Daten erstellen + plot_befehl+="'$dateiname_daten' using (\$1/3600):2 title \"$(echo $name | sed -e "s/e-/x10\^-^/" )\" with line linewidth 4," # An den Plot-Befehl anfügen +done +echo $plot_befehl + + +GNUPLOT_COMMAND=$(cat << EOF +set xrange [-0.1:]; +set yrange [:]; +set xlabel "Trainingzeit in Stunden" font ",16"; +set xlabel offset 2; +set xtics offset 1; +set ylabel "Fehler" font ",16"; +set ylabel offset -2; +set ytics offset -1; +set logscale y; +set grid; +set border 3; +set border linewidth 2; +set tics scale 1; +set tics font ",14"; +set key font ",14"; +set tics nomirror; +set terminal qt size 700, 400; +$plot_befehl +EOF +) + +gnuplot -p -e "$GNUPLOT_COMMAND" # Diagramm erstellen + +rm -f plot-script_*.temp # Zuvor erstellte Dateien entfernen diff --git a/src/skripte/trainingsplan.sh b/src/skripte/trainingsplan.sh new file mode 100644 index 0000000..e029cea --- /dev/null +++ b/src/skripte/trainingsplan.sh @@ -0,0 +1,14 @@ +#!/bin/bash + +run_with_latentspace_changed () { + LATENT_SPACE=$1 + echo "Starte LatentSpace$LATENT_SPACE..." >> train.info + sed -i "s/NAME = '.*'/NAME = 'DenseLayers_LatentSpace$LATENT_SPACE-SGD_lr=5e-1'/" Deepfake.py + sed -i "s/tf\.keras\.optimizers\..*(.*)/tf.keras.optimizers.SGD(learning_rate=5e-1)/" Deepfake.py + sed -i "s/Dense(.*)) #MARKER_LATENT_SPACE/Dense( $LATENT_SPACE )) #MARKER_LATENT_SPACE/" Deepfake.py + sed -i "s/shape=(.*,) )) #MARKER_INPUT_DECODER/shape=($LATENT_SPACE,) )) #MARKER_INPUT_DECODER/" Deepfake.py + sed -i "s/+.*#MARKER_ZEIT/+ 6*60*60 #MARKER_ZEIT/" Deepfake.py + python Deepfake.py +} + +run_with_latentspace_changed 100

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