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Classes
- struct issubsetof_< X, Y >
- struct kernel_issubsetof< K, X, Y >
- kernel version of issubsetof More...
- struct kernel_issubsetof< null_t, X, Y >
- struct kernel_issubsetof< K, typename K::integer, algebraic< K > >
- struct kernel_issubsetof< K, typename K::integer, typename K::rational >
- struct kernel_issubsetof< K, typename K::integer, typename K::floating >
- neglecting the overflow problem we assume that floating is superset of integer More...
- struct kernel_issubsetof< K, double, typename K::floating >
- struct kernel_issubsetof< K, typename K::integer, double >
- struct kernel_issubsetof< K, typename K::floating, typename K::rational >
- struct issubsetof_< int, Y >
- struct issubsetof_< R< X >, R< Y > >
- struct issubsetof< X, Y >
- X can be seen as an arithmetic subset of Y (eg. "Z in Q") return texp::true_t if all x in X are in Y. specialization must be done on subsetof_. More...
- struct issupersetof< X, Type >
- struct issupersetof< X, texp::tlist< A, texp::null_t > >
- struct issupersetof< X, texp::tlist< A, Tail > >
Namespaces