/external/tensorflow/tensorflow/compiler/xla/client/lib/ |
D | tridiagonal_test.cc | 90 auto b_i = Coefficient(main_diagonal_xla, i); in XLA_TEST_P() local 96 (b_i * Coefficient(x, i) + c_i * Coefficient(x, i + 1) - d_i) / d_i; in XLA_TEST_P() 99 (a_i * Coefficient(x, i - 1) + b_i * Coefficient(x, i) - d_i) / d_i; in XLA_TEST_P() 102 (a_i * Coefficient(x, i - 1) + b_i * Coefficient(x, i) + in XLA_TEST_P()
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/external/tensorflow/tensorflow/python/ops/parallel_for/ |
D | math_test.py | 542 b_i = array_ops.gather(b, i) 544 return array_ops.where(cond_i, a_i, b_i) 562 b_i = array_ops.gather(b, i) 564 return array_ops.where_v2(cond_i, a_i, b_i) 582 b_i = array_ops.gather(b, i) 584 return array_ops.where_v2(cond_i, a_i, b_i) 602 b_i = array_ops.gather(b, i) 603 return array_ops.where_v2(cond, a_i, b_i)
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/external/tensorflow/tensorflow/python/ops/ |
D | rnn_grad_test.py | 92 b_i, b_c, b_f, b_o = array_ops.split(b, num_or_size_splits=4) 94 b_ifco = array_ops.concat([b_i, b_f, b_c, b_o], axis=0)
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/external/tensorflow/tensorflow/core/kernels/sparse/ |
D | mat_mul_op.cc | 574 const T* b_i = b_base_ptr + i * b_slice_size; in Compute() local 576 Status s = csr_spmv.Compute(ctx, a_comp, b_i, c_i); in Compute() 662 typename TTypes<T>::UnalignedConstMatrix b_i(b.data() + i * b_slice_size, in Compute() local 669 Status s = csr_spmmadd.Compute(ctx, a_comp, b_i, c_mat_col_major_i); in Compute()
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/external/tensorflow/tensorflow/compiler/xla/service/ |
D | elemental_ir_emitter.cc | 1145 auto b_i = EmitExtractImag(rhs_value); in EmitComplexBinaryOp() local 1168 auto b_r_b_i_ratio = FDiv(b_r, b_i); in EmitComplexBinaryOp() 1169 auto b_r_b_i_denom = FAdd(b_i, FMul(b_r_b_i_ratio, b_r)); in EmitComplexBinaryOp() 1170 auto b_i_b_r_ratio = FDiv(b_i, b_r); in EmitComplexBinaryOp() 1171 auto b_i_b_r_denom = FAdd(b_r, FMul(b_i_b_r_ratio, b_i)); in EmitComplexBinaryOp() 1176 llvm::Intrinsic::fabs, {b_i}, {type}, b_)); in EmitComplexBinaryOp() 1192 And(And(FCmpOEQ(b_r, zero), FCmpOEQ(b_i, zero)), in EmitComplexBinaryOp() 1204 llvm::Intrinsic::fabs, {b_i}, {type}, b_), in EmitComplexBinaryOp() 1218 FMul(a_i_inf_with_sign, b_i))), in EmitComplexBinaryOp() 1220 FMul(a_r_inf_with_sign, b_i)))); in EmitComplexBinaryOp() [all …]
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/external/eigen/doc/ |
D | CoeffwiseMathFunctionsTable.dox | 138 …<td>raises a number to the given power (\f$ a_i ^ {b_i} \f$) \n \c a and \c b can be either an arr… 512 \n \f$ \zeta(a_i,b_i)=\sum_{k=0}^{\infty}(b_i+k)^{\text{-}a_i} \f$</td>
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/external/tensorflow/tensorflow/core/grappler/costs/ |
D | op_level_cost_estimator.cc | 936 for (int b_i = 0, in CountBatchMatMulOperations() local 938 b_i < bigger_rank_shape->dim_size() - matrix_rank; ++b_i, ++s_i) { in CountBatchMatMulOperations() 939 int b_dim = bigger_rank_shape->dim(b_i).size(); in CountBatchMatMulOperations()
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/external/tensorflow/tensorflow/python/keras/layers/ |
D | recurrent.py | 2420 b_i, b_f, b_c, b_o = array_ops.split( 2422 x_i = K.bias_add(x_i, b_i)
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/external/one-true-awk/testdir/ |
D | funstack.ok | 3066 measure of $\bigcup[a_i,b_i]$ . . . . . 540--544
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D | funstack.in | 23374 title = "On the complexity of computing the measure of {$\bigcup[a_i,b_i]$}",
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