26 #ifndef _H_GRB_ALGORITHMS_SPY 27 #define _H_GRB_ALGORITHMS_SPY 29 #include <type_traits> 37 namespace algorithms {
47 template<
bool normalize,
typename IOType,
typename InputType >
48 RC spy_from_bool_or_void_input(
50 const size_t m,
const size_t n,
51 const size_t small_m,
const size_t small_n
53 static_assert( std::is_same< InputType, bool >::value ||
54 std::is_same< InputType, void >::value,
55 "Error in call to internal::spy_from_bool_or_void_input" 62 std::vector< size_t > I, J;
63 std::vector< unsigned char > V;
64 const double n_sample = static_cast< double >(n) /
65 static_cast< double >(small_n);
66 for(
size_t i = 0; i < n; ++i ) {
68 J.push_back( static_cast< double >(i) / n_sample );
72 Q, &(I[0]), &(J[0]), &(V[0]), n,
81 std::vector< size_t > I, J;
82 std::vector< unsigned char > V;
83 const double m_sample = static_cast< double >(m) /
84 static_cast< double >(small_m);
85 for(
size_t i = 0; i < m; ++i ) {
86 I.push_back( static_cast< double >(i) / m_sample );
91 P, &(I[0]), &(J[0]), &(V[0]), m,
97 if( ret ==
SUCCESS && m - small_m > n - small_n ) {
105 ret = ret ? ret :
grb::mxm( tmp, P, in, leftAssignAndAdd,
RESIZE );
107 ret = ret ? ret :
grb::mxm( out, tmp, Q, leftAssignAndAdd,
RESIZE );
117 ret = ret ? ret :
grb::mxm( tmp, in, Q, rightAssignAndAdd,
RESIZE );
119 ret = ret ? ret :
grb::mxm( out, P, tmp, rightAssignAndAdd,
RESIZE );
123 if( ret ==
SUCCESS && normalize ) {
126 v = static_cast< IOType >( 1 ) / v;
195 bool normalize =
false,
196 typename IOType,
typename InputType
199 static_assert( !normalize || std::is_floating_point< IOType >::value,
200 "When requesting a normalised spy plot, the data type must be " 210 if( small_m > m ) {
return ILLEGAL; }
211 if( small_n > n ) {
return ILLEGAL; }
212 if( small_m == m && small_n == n ) {
213 return grb::set< grb::descriptors::structural >( out, in, 1 );
220 ret = ret ? ret : grb::set< grb::descriptors::structural >( tmp, in,
true );
221 ret = ret ? ret : grb::algorithms::internal::template
222 spy_from_bool_or_void_input< normalize >(
223 out, tmp, m, n, small_m, small_n
230 template<
bool normalize = false,
typename IOType >
232 static_assert( !normalize || std::is_floating_point< IOType >::value,
233 "When requesting a normalised spy plot, the data type must be " 242 if( small_m > m ) {
return ILLEGAL; }
243 if( small_n > n ) {
return ILLEGAL; }
244 if( small_m == m && small_n == n ) {
245 return grb::set< grb::descriptors::structural >( out, in, 1 );
250 ret = ret ? ret : grb::algorithms::internal::template
251 spy_from_bool_or_void_input< normalize >(
252 out, in, m, n, small_m, small_n
259 template<
bool normalize = false,
typename IOType >
261 static_assert( !normalize || std::is_floating_point< IOType >::value,
262 "When requesting a normalised spy plot, the data type must be " 272 if( small_m > m ) {
return ILLEGAL; }
273 if( small_n > n ) {
return ILLEGAL; }
274 if( small_m == m && small_n == n ) {
275 return grb::set< grb::descriptors::structural >( out, in, 1 );
280 ret = ret ? ret : grb::algorithms::internal::template
281 spy_from_bool_or_void_input< normalize >(
282 out, in, m, n, small_m, small_n
292 #endif // _H_GRB_ALGORITHMS_SPY RC spy(grb::Matrix< IOType > &out, const grb::Matrix< InputType > &in)
Given an input matrix and a smaller output matrix, map nonzeroes from the input matrix into the small...
Definition: spy.hpp:198
Standard identity for numerical addition.
Definition: identities.hpp:57
A call to a primitive has determined that one of its arguments was illegal as per the specification o...
Definition: rc.hpp:143
An ALP/GraphBLAS matrix.
Definition: matrix.hpp:72
RC
Return codes of ALP primitives.
Definition: rc.hpp:47
Speculatively assumes that the output container of the requested operation has enough capacity to com...
Definition: phase.hpp:257
Sequential mode IO.
Definition: iomode.hpp:75
size_t nnz(const Vector< DataType, backend, Coords > &x) noexcept
Request the number of nonzeroes in a given vector.
Definition: io.hpp:479
size_t nrows(const Matrix< InputType, backend, RIT, CIT, NIT > &A) noexcept
Requests the row size of a given matrix.
Definition: io.hpp:286
RC buildMatrixUnique(Matrix< InputType, implementation, RIT, CIT, NIT > &A, fwd_iterator1 I, const fwd_iterator1 I_end, fwd_iterator2 J, const fwd_iterator2 J_end, fwd_iterator3 V, const fwd_iterator3 V_end, const IOMode mode)
Assigns nonzeroes to the matrix from a coordinate format.
Definition: io.hpp:1340
This operator assigns the left-hand input if the right-hand input evaluates true.
Definition: ops.hpp:85
size_t ncols(const Matrix< InputType, backend, RIT, CIT, NIT > &A) noexcept
Requests the column size of a given matrix.
Definition: io.hpp:339
This operator assigns the right-hand input if the left-hand input evaluates true.
Definition: ops.hpp:141
Standard identity for the logical AND operator.
Definition: identities.hpp:178
This operator takes the sum of the two input parameters and writes it to the output variable.
Definition: ops.hpp:175
The ALP/GraphBLAS namespace.
Definition: graphblas.hpp:477
The main header to include in order to use the ALP/GraphBLAS API.
Speculatively assumes that the output container(s) of the requested operation lack the necessary capa...
Definition: phase.hpp:187
RC eWiseLambda(const Func f, const Vector< DataType, backend, Coords > &x, Args...)
Executes an arbitrary element-wise user-defined function f on any number of vectors of equal length.
Definition: blas1.hpp:3746
RC mxm(Matrix< OutputType, backend, CIT1, RIT1, NIT1 > &C, const Matrix< InputType1, backend, CIT2, RIT2, NIT2 > &A, const Matrix< InputType2, backend, CIT3, RIT3, NIT3 > &B, const Semiring &ring=Semiring(), const Phase &phase=EXECUTE)
Unmasked and in-place sparse matrix–sparse matrix multiplication (SpMSpM), .
Definition: blas3.hpp:96
Indicates the primitive has executed successfully.
Definition: rc.hpp:54
A generalised semiring.
Definition: semiring.hpp:190
RC clear(Vector< DataType, backend, Coords > &x) noexcept
Clears a given vector of all nonzeroes.
Definition: io.hpp:574
RC resize(Vector< InputType, backend, Coords > &x, const size_t new_nz) noexcept
Resizes the nonzero capacity of this vector.
Definition: io.hpp:703