Tensorium
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tensorium::Tensor< K, Rank > Member List

This is the complete list of members for tensorium::Tensor< K, Rank >, including all inherited members.

__attribute__((always_inline, hot, flatten)) inline size_t flatten_index_simd(const size_t *indicestensorium::Tensor< K, Rank >
__attribute__((always_inline, hot, flatten)) Tensor< Ktensorium::Tensor< K, Rank >
acctensorium::Tensor< K, Rank >
acctensorium::Tensor< K, Rank >
block_sizetensorium::Tensor< K, Rank >
consttensorium::Tensor< K, Rank >
datatensorium::Tensor< K, Rank >
dimensionstensorium::Tensor< K, Rank >
fill(K value)tensorium::Tensor< K, Rank >inline
flatten_index(size_t i, size_t j, size_t k, size_t l) consttensorium::Tensor< K, Rank >inline
for(;i+W - 1< Rank;i+=W)tensorium::Tensor< K, Rank >inline
for(;i< Rank;++i) acc+tensorium::Tensor< K, Rank >
itensorium::Tensor< K, Rank >
operator()(const std::array< size_t, Rank > &indices)tensorium::Tensor< K, Rank >inline
operator()(const std::array< size_t, Rank > &indices) consttensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j, size_t k, size_t l) consttensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j)tensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j, size_t k, size_t l)tensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j) consttensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j, size_t k)tensorium::Tensor< K, Rank >inline
operator()(size_t i, size_t j, size_t k) consttensorium::Tensor< K, Rank >inline
print() consttensorium::Tensor< K, Rank >inline
print_shape() consttensorium::Tensor< K, Rank >inline
reg typedeftensorium::Tensor< K, Rank >
resize(const std::array< size_t, 2 > &dims)tensorium::Tensor< K, Rank >inline
resize(size_t d0, size_t d1)tensorium::Tensor< K, Rank >inline
resize(size_t d0, size_t d1, size_t d2)tensorium::Tensor< K, Rank >inline
shape() consttensorium::Tensor< K, Rank >inline
stridestensorium::Tensor< K, Rank >
Tensor()tensorium::Tensor< K, Rank >inline
Tensor(const std::array< size_t, Rank > &dims)tensorium::Tensor< K, Rank >inline
tensor_product(const Tensor< K, R1 > &A, const Tensor< K, R2 > &B)tensorium::Tensor< K, Rank >inlinestatic
total_sizetensorium::Tensor< K, Rank >
transpose_simd() consttensorium::Tensor< K, Rank >inline
update_strides()tensorium::Tensor< K, Rank >inline
value_type typedeftensorium::Tensor< K, Rank >
Wtensorium::Tensor< K, Rank >