tatami
C++ API for different matrix representations
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Advanced mock operation for DelayedUnaryIsometricOperation
.
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#include <mock_helpers.hpp>
Public Member Functions | |
template<typename Index_ , typename InputValue_ , typename OutputValue_ > | |
void | dense (bool row, Index_ i, Index_ start, Index_ length, const InputValue_ *input, OutputValue_ *output) const |
template<typename Index_ , typename InputValue_ , typename OutputValue_ > | |
void | dense (bool row, Index_ i, const std::vector< Index_ > &indices, const InputValue_ *input, OutputValue_ *output) const |
template<typename Index_ , typename InputValue_ , typename OutputValue_ > | |
void | sparse (bool row, Index_ i, Index_ num, const InputValue_ *input_value, const Index_ *index, OutputValue_ *output_value) const |
template<typename OutputValue_ , typename InputValue_ , typename Index_ > | |
OutputValue_ | fill (bool row, Index_ i) const |
bool | zero_depends_on_row () const |
bool | zero_depends_on_column () const |
bool | non_zero_depends_on_row () const |
bool | non_zero_depends_on_column () const |
bool | is_sparse () const |
Static Public Attributes | |
static constexpr bool | is_basic = false |
Advanced mock operation for DelayedUnaryIsometricOperation
.
This class defines the advanced expectations for an operation in DelayedUnaryIsometricOperation
, which improves efficiency by taking advantage of any sparsity in the underlying matrix. Either the operation itself preserves sparsity, or any loss of sparsity is predictable, i.e., zeros are transformed into a constant non-zero value that does not depend on its position in the Matrix
.
Actual operations aren't expected to inherit from this class; this is only provided for documentation purposes. Operations only need to implement methods with the same signatures for compile-time polymorphism.
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This method accepts a contiguous block of an element of the target dimension from the underlying matrix (input
), applies the operation to each value, and stores the result in another array of different type (output
).
Implementions of this method do not necessarily need to have the same template arguments as shown here. It will be called without any explicit template arguments so anything can be used as long as type deduction works.
Index_ | Type of index value. |
InputValue_ | Type of matrix value to use in the operation. |
OutputValue_ | Type of matrix value returned by the operation. |
row | Whether the rows are the target dimension. If true, buffer contains row i , otherwise it contains column i . | |
i | Index of the extracted row (if row = true ) or column (otherwise). This argument should be ignored if the operation does not depend on the row/column (i.e., when all of zero_depends_on_row() and friends return false), in which case an arbitrary placeholder may be supplied. | |
start | Start of the contiguous block of columns (if row = true ) or rows (otherwise) extracted from i . | |
length | Length of the contiguous block. | |
[in] | input | Pointer to an array containing a contiguous block of a row/column extracted from the matrix. This has length addressable elements. |
[out] | output | Pointer to an array to store the results of the operation applied to elements of input . This has length addressable elements. If InputValue_ == OutputValue_ , this is guaranteed to be the same as input . |
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inline |
This method accepts an indexed subset of an element of the target dimension from the underlying matrix (input
), applies the operation to each value, and stores the result in another array of different type (output
).
Implementions of this method do not necessarily need to have the same template arguments as shown here. It will be called without any explicit template arguments so anything can be used as long as type deduction works.
InputValue_ | Type of matrix value to use in the operation. |
Index_ | Type of index value. |
OutputValue_ | Type of matrix value returned by the operation. |
row | Whether the rows are the target dimension. If true, buffer contains row i , otherwise it contains column i . | |
i | Index of the extracted row (if row = true ) or column (otherwise). This argument should be ignored if the operation does not depend on the row/column (i.e., when all of zero_depends_on_row() and friends return false), in which case an arbitrary placeholder may be supplied. | |
indices | Sorted and unique indices of columns (if row = true ) or rows (otherwise) extracted from i . | |
[in] | input | Pointer to an array containing an indexed subset of a row/column extracted from the matrix. This has length addressable elements. |
[out] | output | Pointer to an array to store the results of the operation applied to elements of input . This has length addressable elements. If InputValue_ == OutputValue_ , this is guaranteed to be the same as input . |
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This method is expected to iterate over input_value
, apply the operation to each value, and store the result in output_value
. We assume that the operation only needs to be applied to the structural non-zeros; structural zeros are either ignored for sparsity-preserving operations, or the result of the operation on zeros will be populated by fill()
.
If non_zero_depends_on_row() && !row
or non_zero_depends_on_column() && row
, index
is guaranteed to be non-NULL. Otherwise, it may be NULL and should be ignored. Even if non-NULL, indices are not guaranteed to be sorted.
Implementations of this method do not necessarily need to have the same template arguments as shown here. It will be called without any explicit template arguments so anything can be used as long as type deduction works.
Index_ | Type of index value. |
InputValue_ | Type of matrix value to use in the operation. |
OutputValue_ | Type of matrix value returned by the operation. |
row | Whether the rows are the target dimension. If true, buffer contains row i , otherwise it contains column i . | |
i | Index of the extracted row (if row = true ) or column (otherwise). This argument should be ignored if the operation does not depend on the row/column (i.e., when all of zero_depends_on_row() and friends return false), in which case an arbitrary placeholder may be supplied. | |
num | Number of non-zero elements for row/column i . | |
[in] | input_value | Pointer to an array of values of the structural non-zero elements from the row/column of the matrix. This is guaranteed to have num addressable elements. |
[in] | index | Pointer to an array of column (if row = true ) or row indices (otherwise) of the non-zero elements. Alternatively NULL. |
[out] | output_value | Pointer to an array in which to store the result of the operation on each element of input_value . This is guaranteed to have num addressable elements. If InputValue_ == OutputValue_ , this is guaranteed to be the same as input . |
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OutputValue_ | Type of the result of the operation. |
InputValue_ | Type of the matrix value used in the operation. |
Index_ | Type of index value. |
row | Whether i refers to the row or column index. |
i | The index of the row (if row = true ) or column (otherwise) containing the zeros. This argument should be ignored if the operation does not depend on the row/column (i.e., when all of zero_depends_on_row() and friends return false), in which case an arbitrary placeholder may be supplied. |
i
-th row/column of the matrix.This method will be called with the explicit OutputValue_
and InputValue_
template parameters. Implementations of this method should either ensure that Index_
is deducible or use a fixed integer type in the method signature.
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This method is only called when is_sparse()
returns false. It is not necessary to explicitly return false
here for sparsity-preserving operations, as DelayedUnaryIsometricOperation
will automatically recognize such operations as being row-independent.
This method may be omitted from the class definition, in which case it is assumed to always return false.
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This method is only called when is_sparse()
returns false. It is not necessary to explicitly return false
here for sparsity-preserving operations, as DelayedUnaryIsometricOperation
will automatically recognize such operations as being row-independent.
This method may be omitted from the class definition, in which case it is assumed to always return false.
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This method may be omitted from the class definition, in which case it is assumed to always return false.
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This method may also omitted from the class definition, in which case it is assumed to always return false.
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Whether this is a basic operation. This should be false, otherwise a basic operation interface is expected (see DelayedUnaryIsometricMockBasic
).