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GitHub Repository: keras-team/keras-io
Path: blob/master/templates/examples/audio/speaker_recognition_using_cnn.md
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Speaker Recognition

Author: Fadi Badine
Date created: 14/06/2020
Last modified: 19/07/2023
Description: Classify speakers using Fast Fourier Transform (FFT) and a 1D Convnet.

ⓘ This example uses Keras 2
[**View in Colab**](https://colab.research.google.com/github/keras-team/keras-io/blob/master/examples/audio/ipynb/speaker_recognition_using_cnn.ipynb) [**GitHub source**](https://github.com/keras-team/keras-io/blob/master/examples/audio/speaker_recognition_using_cnn.py)

Introduction

This example demonstrates how to create a model to classify speakers from the frequency domain representation of speech recordings, obtained via Fast Fourier Transform (FFT).

It shows the following:

  • How to use tf.data to load, preprocess and feed audio streams into a model

  • How to create a 1D convolutional network with residual connections for audio classification.

Our process:

  • We prepare a dataset of speech samples from different speakers, with the speaker as label.

  • We add background noise to these samples to augment our data.

  • We take the FFT of these samples.

  • We train a 1D convnet to predict the correct speaker given a noisy FFT speech sample.

Note:

  • This example should be run with TensorFlow 2.3 or higher, or tf-nightly.

  • The noise samples in the dataset need to be resampled to a sampling rate of 16000 Hz before using the code in this example. In order to do this, you will need to have installed ffmpg.


Setup

import os os.environ["KERAS_BACKEND"] = "tensorflow" import shutil import numpy as np import tensorflow as tf import keras from pathlib import Path from IPython.display import display, Audio # Get the data from https://www.kaggle.com/kongaevans/speaker-recognition-dataset/ # and save it to ./speaker-recognition-dataset.zip # then unzip it to ./16000_pcm_speeches
!kaggle datasets download -d kongaevans/speaker-recognition-dataset !unzip -qq speaker-recognition-dataset.zip
DATASET_ROOT = "16000_pcm_speeches" # The folders in which we will put the audio samples and the noise samples AUDIO_SUBFOLDER = "audio" NOISE_SUBFOLDER = "noise" DATASET_AUDIO_PATH = os.path.join(DATASET_ROOT, AUDIO_SUBFOLDER) DATASET_NOISE_PATH = os.path.join(DATASET_ROOT, NOISE_SUBFOLDER) # Percentage of samples to use for validation VALID_SPLIT = 0.1 # Seed to use when shuffling the dataset and the noise SHUFFLE_SEED = 43 # The sampling rate to use. # This is the one used in all the audio samples. # We will resample all the noise to this sampling rate. # This will also be the output size of the audio wave samples # (since all samples are of 1 second long) SAMPLING_RATE = 16000 # The factor to multiply the noise with according to: # noisy_sample = sample + noise * prop * scale # where prop = sample_amplitude / noise_amplitude SCALE = 0.5 BATCH_SIZE = 128 EPOCHS = 1
``` Warning: Your Kaggle API key is readable by other users on this system! To fix this, you can run 'chmod 600 /home/fchollet/.kaggle/kaggle.json' Downloading speaker-recognition-dataset.zip to /home/fchollet/keras-io/scripts/tmp_5022915 90%|████████████████████████████████████▉ | 208M/231M [00:00<00:00, 217MB/s] 100%|█████████████████████████████████████████| 231M/231M [00:01<00:00, 227MB/s]
</div> --- ## Data preparation The dataset is composed of 7 folders, divided into 2 groups: - Speech samples, with 5 folders for 5 different speakers. Each folder contains 1500 audio files, each 1 second long and sampled at 16000 Hz. - Background noise samples, with 2 folders and a total of 6 files. These files are longer than 1 second (and originally not sampled at 16000 Hz, but we will resample them to 16000 Hz). We will use those 6 files to create 354 1-second-long noise samples to be used for training. Let's sort these 2 categories into 2 folders: - An `audio` folder which will contain all the per-speaker speech sample folders - A `noise` folder which will contain all the noise samples Before sorting the audio and noise categories into 2 folders, we have the following directory structure:

main_directory/ ...speaker_a/ ...speaker_b/ ...speaker_c/ ...speaker_d/ ...speaker_e/ ...other/ ...background_noise/

After sorting, we end up with the following structure:

main_directory/ ...audio/ ......speaker_a/ ......speaker_b/ ......speaker_c/ ......speaker_d/ ......speaker_e/ ...noise/ ......other/ ......background_noise/

```python for folder in os.listdir(DATASET_ROOT): if os.path.isdir(os.path.join(DATASET_ROOT, folder)): if folder in [AUDIO_SUBFOLDER, NOISE_SUBFOLDER]: # If folder is `audio` or `noise`, do nothing continue elif folder in ["other", "_background_noise_"]: # If folder is one of the folders that contains noise samples, # move it to the `noise` folder shutil.move( os.path.join(DATASET_ROOT, folder), os.path.join(DATASET_NOISE_PATH, folder), ) else: # Otherwise, it should be a speaker folder, then move it to # `audio` folder shutil.move( os.path.join(DATASET_ROOT, folder), os.path.join(DATASET_AUDIO_PATH, folder), )

Noise preparation

In this section:

  • We load all noise samples (which should have been resampled to 16000)

  • We split those noise samples to chunks of 16000 samples which correspond to 1 second duration each

# Get the list of all noise files noise_paths = [] for subdir in os.listdir(DATASET_NOISE_PATH): subdir_path = Path(DATASET_NOISE_PATH) / subdir if os.path.isdir(subdir_path): noise_paths += [ os.path.join(subdir_path, filepath) for filepath in os.listdir(subdir_path) if filepath.endswith(".wav") ] if not noise_paths: raise RuntimeError(f"Could not find any files at {DATASET_NOISE_PATH}") print( "Found {} files belonging to {} directories".format( len(noise_paths), len(os.listdir(DATASET_NOISE_PATH)) ) )
``` Found 6 files belonging to 2 directories
</div> Resample all noise samples to 16000 Hz ```python command = ( "for dir in `ls -1 " + DATASET_NOISE_PATH + "`; do " "for file in `ls -1 " + DATASET_NOISE_PATH + "/$dir/*.wav`; do " "sample_rate=`ffprobe -hide_banner -loglevel panic -show_streams " "$file | grep sample_rate | cut -f2 -d=`; " "if [ $sample_rate -ne 16000 ]; then " "ffmpeg -hide_banner -loglevel panic -y " "-i $file -ar 16000 temp.wav; " "mv temp.wav $file; " "fi; done; done" ) os.system(command) # Split noise into chunks of 16,000 steps each def load_noise_sample(path): sample, sampling_rate = tf.audio.decode_wav( tf.io.read_file(path), desired_channels=1 ) if sampling_rate == SAMPLING_RATE: # Number of slices of 16000 each that can be generated from the noise sample slices = int(sample.shape[0] / SAMPLING_RATE) sample = tf.split(sample[: slices * SAMPLING_RATE], slices) return sample else: print("Sampling rate for {} is incorrect. Ignoring it".format(path)) return None noises = [] for path in noise_paths: sample = load_noise_sample(path) if sample: noises.extend(sample) noises = tf.stack(noises) print( "{} noise files were split into {} noise samples where each is {} sec. long".format( len(noise_paths), noises.shape[0], noises.shape[1] // SAMPLING_RATE ) )
``` 6 noise files were split into 354 noise samples where each is 1 sec. long
</div> --- ## Dataset generation ```python def paths_and_labels_to_dataset(audio_paths, labels): """Constructs a dataset of audios and labels.""" path_ds = tf.data.Dataset.from_tensor_slices(audio_paths) audio_ds = path_ds.map( lambda x: path_to_audio(x), num_parallel_calls=tf.data.AUTOTUNE ) label_ds = tf.data.Dataset.from_tensor_slices(labels) return tf.data.Dataset.zip((audio_ds, label_ds)) def path_to_audio(path): """Reads and decodes an audio file.""" audio = tf.io.read_file(path) audio, _ = tf.audio.decode_wav(audio, 1, SAMPLING_RATE) return audio def add_noise(audio, noises=None, scale=0.5): if noises is not None: # Create a random tensor of the same size as audio ranging from # 0 to the number of noise stream samples that we have. tf_rnd = tf.random.uniform( (tf.shape(audio)[0],), 0, noises.shape[0], dtype=tf.int32 ) noise = tf.gather(noises, tf_rnd, axis=0) # Get the amplitude proportion between the audio and the noise prop = tf.math.reduce_max(audio, axis=1) / tf.math.reduce_max(noise, axis=1) prop = tf.repeat(tf.expand_dims(prop, axis=1), tf.shape(audio)[1], axis=1) # Adding the rescaled noise to audio audio = audio + noise * prop * scale return audio def audio_to_fft(audio): # Since tf.signal.fft applies FFT on the innermost dimension, # we need to squeeze the dimensions and then expand them again # after FFT audio = tf.squeeze(audio, axis=-1) fft = tf.signal.fft( tf.cast(tf.complex(real=audio, imag=tf.zeros_like(audio)), tf.complex64) ) fft = tf.expand_dims(fft, axis=-1) # Return the absolute value of the first half of the FFT # which represents the positive frequencies return tf.math.abs(fft[:, : (audio.shape[1] // 2), :]) # Get the list of audio file paths along with their corresponding labels class_names = os.listdir(DATASET_AUDIO_PATH) print( "Our class names: {}".format( class_names, ) ) audio_paths = [] labels = [] for label, name in enumerate(class_names): print( "Processing speaker {}".format( name, ) ) dir_path = Path(DATASET_AUDIO_PATH) / name speaker_sample_paths = [ os.path.join(dir_path, filepath) for filepath in os.listdir(dir_path) if filepath.endswith(".wav") ] audio_paths += speaker_sample_paths labels += [label] * len(speaker_sample_paths) print( "Found {} files belonging to {} classes.".format(len(audio_paths), len(class_names)) ) # Shuffle rng = np.random.RandomState(SHUFFLE_SEED) rng.shuffle(audio_paths) rng = np.random.RandomState(SHUFFLE_SEED) rng.shuffle(labels) # Split into training and validation num_val_samples = int(VALID_SPLIT * len(audio_paths)) print("Using {} files for training.".format(len(audio_paths) - num_val_samples)) train_audio_paths = audio_paths[:-num_val_samples] train_labels = labels[:-num_val_samples] print("Using {} files for validation.".format(num_val_samples)) valid_audio_paths = audio_paths[-num_val_samples:] valid_labels = labels[-num_val_samples:] # Create 2 datasets, one for training and the other for validation train_ds = paths_and_labels_to_dataset(train_audio_paths, train_labels) train_ds = train_ds.shuffle(buffer_size=BATCH_SIZE * 8, seed=SHUFFLE_SEED).batch( BATCH_SIZE ) valid_ds = paths_and_labels_to_dataset(valid_audio_paths, valid_labels) valid_ds = valid_ds.shuffle(buffer_size=32 * 8, seed=SHUFFLE_SEED).batch(32) # Add noise to the training set train_ds = train_ds.map( lambda x, y: (add_noise(x, noises, scale=SCALE), y), num_parallel_calls=tf.data.AUTOTUNE, ) # Transform audio wave to the frequency domain using `audio_to_fft` train_ds = train_ds.map( lambda x, y: (audio_to_fft(x), y), num_parallel_calls=tf.data.AUTOTUNE ) train_ds = train_ds.prefetch(tf.data.AUTOTUNE) valid_ds = valid_ds.map( lambda x, y: (audio_to_fft(x), y), num_parallel_calls=tf.data.AUTOTUNE ) valid_ds = valid_ds.prefetch(tf.data.AUTOTUNE)
``` Our class names: ['Nelson_Mandela', 'Jens_Stoltenberg', 'Benjamin_Netanyau', 'Julia_Gillard', 'Magaret_Tarcher'] Processing speaker Nelson_Mandela Processing speaker Jens_Stoltenberg Processing speaker Benjamin_Netanyau Processing speaker Julia_Gillard Processing speaker Magaret_Tarcher Found 7501 files belonging to 5 classes. Using 6751 files for training. Using 750 files for validation.
</div> --- ## Model Definition ```python def residual_block(x, filters, conv_num=3, activation="relu"): # Shortcut s = keras.layers.Conv1D(filters, 1, padding="same")(x) for i in range(conv_num - 1): x = keras.layers.Conv1D(filters, 3, padding="same")(x) x = keras.layers.Activation(activation)(x) x = keras.layers.Conv1D(filters, 3, padding="same")(x) x = keras.layers.Add()([x, s]) x = keras.layers.Activation(activation)(x) return keras.layers.MaxPool1D(pool_size=2, strides=2)(x) def build_model(input_shape, num_classes): inputs = keras.layers.Input(shape=input_shape, name="input") x = residual_block(inputs, 16, 2) x = residual_block(x, 32, 2) x = residual_block(x, 64, 3) x = residual_block(x, 128, 3) x = residual_block(x, 128, 3) x = keras.layers.AveragePooling1D(pool_size=3, strides=3)(x) x = keras.layers.Flatten()(x) x = keras.layers.Dense(256, activation="relu")(x) x = keras.layers.Dense(128, activation="relu")(x) outputs = keras.layers.Dense(num_classes, activation="softmax", name="output")(x) return keras.models.Model(inputs=inputs, outputs=outputs) model = build_model((SAMPLING_RATE // 2, 1), len(class_names)) model.summary() # Compile the model using Adam's default learning rate model.compile( optimizer="Adam", loss="sparse_categorical_crossentropy", metrics=["accuracy"], ) # Add callbacks: # 'EarlyStopping' to stop training when the model is not enhancing anymore # 'ModelCheckPoint' to always keep the model that has the best val_accuracy model_save_filename = "model.keras" earlystopping_cb = keras.callbacks.EarlyStopping(patience=10, restore_best_weights=True) mdlcheckpoint_cb = keras.callbacks.ModelCheckpoint( model_save_filename, monitor="val_accuracy", save_best_only=True )
Model: "functional_1"
┏━━━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━┳━━━━━━━━━┳━━━━━━━━━━━━━━━━━━━━━━┓
┃ Layer (type)         Output Shape       Param #  Connected to         ┃
┡━━━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━╇━━━━━━━━━╇━━━━━━━━━━━━━━━━━━━━━━┩
│ input (InputLayer)  │ (None, 8000, 1)   │       0 │ -                    │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_1 (Conv1D)   │ (None, 8000, 16)  │      64 │ input[0][0]          │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation          │ (None, 8000, 16)  │       0 │ conv1d_1[0][0]       │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_2 (Conv1D)   │ (None, 8000, 16)  │     784 │ activation[0][0]     │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d (Conv1D)     │ (None, 8000, 16)  │      32 │ input[0][0]          │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ add (Add)           │ (None, 8000, 16)  │       0 │ conv1d_2[0][0],      │
│                     │                   │         │ conv1d[0][0]         │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_1        │ (None, 8000, 16)  │       0 │ add[0][0]            │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ max_pooling1d       │ (None, 4000, 16)  │       0 │ activation_1[0][0]   │
│ (MaxPooling1D)      │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_4 (Conv1D)   │ (None, 4000, 32)  │   1,568 │ max_pooling1d[0][0]  │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_2        │ (None, 4000, 32)  │       0 │ conv1d_4[0][0]       │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_5 (Conv1D)   │ (None, 4000, 32)  │   3,104 │ activation_2[0][0]   │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_3 (Conv1D)   │ (None, 4000, 32)  │     544 │ max_pooling1d[0][0]  │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ add_1 (Add)         │ (None, 4000, 32)  │       0 │ conv1d_5[0][0],      │
│                     │                   │         │ conv1d_3[0][0]       │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_3        │ (None, 4000, 32)  │       0 │ add_1[0][0]          │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ max_pooling1d_1     │ (None, 2000, 32)  │       0 │ activation_3[0][0]   │
│ (MaxPooling1D)      │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_7 (Conv1D)   │ (None, 2000, 64)  │   6,208 │ max_pooling1d_1[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_4        │ (None, 2000, 64)  │       0 │ conv1d_7[0][0]       │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_8 (Conv1D)   │ (None, 2000, 64)  │  12,352 │ activation_4[0][0]   │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_5        │ (None, 2000, 64)  │       0 │ conv1d_8[0][0]       │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_9 (Conv1D)   │ (None, 2000, 64)  │  12,352 │ activation_5[0][0]   │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_6 (Conv1D)   │ (None, 2000, 64)  │   2,112 │ max_pooling1d_1[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ add_2 (Add)         │ (None, 2000, 64)  │       0 │ conv1d_9[0][0],      │
│                     │                   │         │ conv1d_6[0][0]       │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_6        │ (None, 2000, 64)  │       0 │ add_2[0][0]          │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ max_pooling1d_2     │ (None, 1000, 64)  │       0 │ activation_6[0][0]   │
│ (MaxPooling1D)      │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_11 (Conv1D)  │ (None, 1000, 128) │  24,704 │ max_pooling1d_2[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_7        │ (None, 1000, 128) │       0 │ conv1d_11[0][0]      │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_12 (Conv1D)  │ (None, 1000, 128) │  49,280 │ activation_7[0][0]   │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_8        │ (None, 1000, 128) │       0 │ conv1d_12[0][0]      │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_13 (Conv1D)  │ (None, 1000, 128) │  49,280 │ activation_8[0][0]   │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_10 (Conv1D)  │ (None, 1000, 128) │   8,320 │ max_pooling1d_2[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ add_3 (Add)         │ (None, 1000, 128) │       0 │ conv1d_13[0][0],     │
│                     │                   │         │ conv1d_10[0][0]      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_9        │ (None, 1000, 128) │       0 │ add_3[0][0]          │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ max_pooling1d_3     │ (None, 500, 128)  │       0 │ activation_9[0][0]   │
│ (MaxPooling1D)      │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_15 (Conv1D)  │ (None, 500, 128)  │  49,280 │ max_pooling1d_3[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_10       │ (None, 500, 128)  │       0 │ conv1d_15[0][0]      │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_16 (Conv1D)  │ (None, 500, 128)  │  49,280 │ activation_10[0][0]  │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_11       │ (None, 500, 128)  │       0 │ conv1d_16[0][0]      │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_17 (Conv1D)  │ (None, 500, 128)  │  49,280 │ activation_11[0][0]  │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ conv1d_14 (Conv1D)  │ (None, 500, 128)  │  16,512 │ max_pooling1d_3[0][ │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ add_4 (Add)         │ (None, 500, 128)  │       0 │ conv1d_17[0][0],     │
│                     │                   │         │ conv1d_14[0][0]      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ activation_12       │ (None, 500, 128)  │       0 │ add_4[0][0]          │
│ (Activation)        │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ max_pooling1d_4     │ (None, 250, 128)  │       0 │ activation_12[0][0]  │
│ (MaxPooling1D)      │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ average_pooling1d   │ (None, 83, 128)   │       0 │ max_pooling1d_4[0][ │
│ (AveragePooling1D)  │                   │         │                      │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ flatten (Flatten)   │ (None, 10624)     │       0 │ average_pooling1d[0… │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ dense (Dense)       │ (None, 256)       │ 2,720,… │ flatten[0][0]        │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ dense_1 (Dense)     │ (None, 128)       │  32,896 │ dense[0][0]          │
├─────────────────────┼───────────────────┼─────────┼──────────────────────┤
│ output (Dense)      │ (None, 5)         │     645 │ dense_1[0][0]        │
└─────────────────────┴───────────────────┴─────────┴──────────────────────┘
 Total params: 3,088,597 (11.78 MB)
 Trainable params: 3,088,597 (11.78 MB)
 Non-trainable params: 0 (0.00 B)

Training

history = model.fit( train_ds, epochs=EPOCHS, validation_data=valid_ds, callbacks=[earlystopping_cb, mdlcheckpoint_cb], )
``` WARNING: All log messages before absl::InitializeLog() is called are written to STDERR I0000 00:00:1699469571.349760 302130 device_compiler.h:186] Compiled cluster using XLA! This line is logged at most once for the lifetime of the process. W0000 00:00:1699469571.377393 302130 graph_launch.cc:671] Fallback to op-by-op mode because memset node breaks graph update

52/53 ━━━━━━━━━━━━━━━━━━━━ 0s 396ms/step - accuracy: 0.4496 - loss: 5.2439

W0000 00:00:1699469622.140353 302129 graph_launch.cc:671] Fallback to op-by-op mode because memset node breaks graph update

53/53 ━━━━━━━━━━━━━━━━━━━━ 0s 974ms/step - accuracy: 0.4531 - loss: 5.1842

W0000 00:00:1699469625.456199 302130 graph_launch.cc:671] Fallback to op-by-op mode because memset node breaks graph update W0000 00:00:1699469627.405341 302129 graph_launch.cc:671] Fallback to op-by-op mode because memset node breaks graph update

53/53 ━━━━━━━━━━━━━━━━━━━━ 101s 1s/step - accuracy: 0.4564 - loss: 5.1267 - val_accuracy: 0.8720 - val_loss: 0.3273

</div> --- ## Evaluation ```python print(model.evaluate(valid_ds))
``` 24/24 ━━━━━━━━━━━━━━━━━━━━ 0s 5ms/step - accuracy: 0.8641 - loss: 0.3521 [0.32171541452407837, 0.871999979019165]
</div> We get ~ 98% validation accuracy. --- ## Demonstration Let's take some samples and: - Predict the speaker - Compare the prediction with the real speaker - Listen to the audio to see that despite the samples being noisy, the model is still pretty accurate ```python SAMPLES_TO_DISPLAY = 10 test_ds = paths_and_labels_to_dataset(valid_audio_paths, valid_labels) test_ds = test_ds.shuffle(buffer_size=BATCH_SIZE * 8, seed=SHUFFLE_SEED).batch( BATCH_SIZE ) test_ds = test_ds.map( lambda x, y: (add_noise(x, noises, scale=SCALE), y), num_parallel_calls=tf.data.AUTOTUNE, ) for audios, labels in test_ds.take(1): # Get the signal FFT ffts = audio_to_fft(audios) # Predict y_pred = model.predict(ffts) # Take random samples rnd = np.random.randint(0, BATCH_SIZE, SAMPLES_TO_DISPLAY) audios = audios.numpy()[rnd, :, :] labels = labels.numpy()[rnd] y_pred = np.argmax(y_pred, axis=-1)[rnd] for index in range(SAMPLES_TO_DISPLAY): # For every sample, print the true and predicted label # as well as run the voice with the noise print( "Speaker:\33{} {}\33[0m\tPredicted:\33{} {}\33[0m".format( "[92m" if labels[index] == y_pred[index] else "[91m", class_names[labels[index]], "[92m" if labels[index] == y_pred[index] else "[91m", class_names[y_pred[index]], ) ) display(Audio(audios[index, :, :].squeeze(), rate=SAMPLING_RATE))
``` 4/4 ━━━━━━━━━━━━━━━━━━━━ 1s 3ms/step Speaker: Magaret_Tarcher Predicted: Benjamin_Netanyau

W0000 00:00:1699469629.002282 302130 graph_launch.cc:671] Fallback to op-by-op mode because memset node breaks graph update

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" 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Speaker: Julia_Gillard Predicted: Julia_Gillard

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" type="audio/wav" /> Your browser does not support the audio element. </audio> <div class="k-default-codeblock">

Speaker: Nelson_Mandela Predicted: Nelson_Mandela

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" type="audio/wav" /> Your browser does not support the audio element. </audio> <div class="k-default-codeblock">

Speaker: Magaret_Tarcher Predicted: Magaret_Tarcher

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" 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Speaker: Julia_Gillard Predicted: Julia_Gillard

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" 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Speaker: Julia_Gillard Predicted: Julia_Gillard

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" 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Speaker: Jens_Stoltenberg Predicted: Jens_Stoltenberg

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" 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Speaker: Benjamin_Netanyau Predicted: Benjamin_Netanyau

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" type="audio/wav" /> Your browser does not support the audio element. </audio> <div class="k-default-codeblock">

Speaker: Nelson_Mandela Predicted: Nelson_Mandela

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" type="audio/wav" /> Your browser does not support the audio element. </audio> <div class="k-default-codeblock">

Speaker: Nelson_Mandela Predicted: Nelson_Mandela

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" 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