Defined in matrix.hpp.
This is a stateless struct with a single call operator of signature: Scalar operator()(Scalar x, Scalar y) const noexcept that returns \(x \otimes y\) which is defined by
\[ x\otimes y = \begin{cases} x + y & \text{if } x \neq \infty\text{ and }y \neq \infty \\ \mbox{} \infty & \text{if } x = \infty \text{ or }y = \infty; \end{cases} \]
representing multiplication in the min-plus semiring.
| Scalar | the type of the values in the semiring (must be signed integer type). |
Public Member Functions | |
| Scalar | operator() (Scalar x, Scalar y) const noexcept |
| Call operator for multiplication. | |
|
inlinenoexcept |
This function returns the product of its arguments in the min-plus semiring.
| x | the first value. |
| y | the second value. |
x and y in the min-plus semiring.noexcept and is guaranteed never to throw.