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Managing to actually use sparse matrices
Now 2x real-time!
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3 changed files with 14 additions and 4 deletions
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@ -67,11 +67,19 @@ def printSparseVector(f, A, name):
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A[:,N:2*N] = A[:,N:2*N] - np.diag(np.diag(A[:,N:2*N]))
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A[:,2*N:] = A[:,2*N:] - np.diag(np.diag(A[:,2*N:]))
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printVector(f, diag, name + '_diag')
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idx = np.zeros((0,), dtype='int')
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for i in range(3*N//16):
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pos = idx.shape[0]
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idx = np.append(idx, -1)
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nb_nonzero = 0
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for j in range(N):
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if np.sum(np.abs(A[j, i*16:(i+1)*16])) > 1e-10:
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nb_nonzero = nb_nonzero + 1
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idx = np.append(idx, j)
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W = np.concatenate([W, A[j, i*16:(i+1)*16]])
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idx[pos] = nb_nonzero
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printVector(f, W, name)
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idx = np.tile(np.concatenate([np.array([N]), np.arange(N)]), 3*N//16)
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#idx = np.tile(np.concatenate([np.array([N]), np.arange(N)]), 3*N//16)
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printVector(f, idx, name + '_idx', dtype='int')
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return;
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@ -57,7 +57,7 @@ class Sparsify(Callback):
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pass
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else:
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#print("constrain");
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layer = self.model.get_layer('cu_dnngru_1')
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layer = self.model.get_layer('gru_a')
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w = layer.get_weights()
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p = w[1]
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nb = p.shape[1]//p.shape[0]
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@ -72,6 +72,7 @@ class Sparsify(Callback):
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for k in range(nb):
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A = p[:, k*N:(k+1)*N]
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A = A - np.diag(np.diag(A))
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A = np.transpose(A, (1, 0))
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L=np.reshape(A, (N, N//16, 16))
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S=np.sum(L*L, axis=-1)
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SS=np.sort(np.reshape(S, (-1,)))
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@ -79,6 +80,7 @@ class Sparsify(Callback):
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mask = (S>=thresh).astype('float32');
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mask = np.repeat(mask, 16, axis=1)
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mask = np.minimum(1, mask + np.diag(np.ones((N,))))
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mask = np.transpose(mask, (1, 0))
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p[:, k*N:(k+1)*N] = p[:, k*N:(k+1)*N]*mask
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#print(thresh, np.mean(mask))
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w[1] = p
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@ -139,7 +139,7 @@ periods = (50*features[:,:,36:37]+100).astype('int16')
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in_data = np.concatenate([in_data, pred], axis=-1)
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# dump models to disk as we go
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checkpoint = ModelCheckpoint('lpcnet9_384_10_G16_{epoch:02d}.h5')
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checkpoint = ModelCheckpoint('lpcnet9b_384_10_G16_{epoch:02d}.h5')
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#model.load_weights('wavenet4f2_30.h5')
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model.compile(optimizer=Adam(0.001, amsgrad=True, decay=5e-5), loss='sparse_categorical_crossentropy', metrics=['sparse_categorical_accuracy'])
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