Lattice Land Core Library
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#include <pre_flb.hpp>
Public Types | |
using | this_type = PreFLB<VT> |
using | dual_type = PreFUB<VT> |
using | value_type = VT |
using | lower_bound_type = this_type |
using | upper_bound_type = dual_type |
Static Public Member Functions | |
CUDA static constexpr value_type | zero () |
CUDA static constexpr value_type | one () |
template<bool diagnose, class F > | |
static CUDA bool | interpret_tell (const F &f, value_type &tell, IDiagnostics &diagnostics) |
template<bool diagnose, class F > | |
static CUDA bool | interpret_ask (const F &f, value_type &ask, IDiagnostics &diagnostics) |
template<bool diagnose, class F > | |
static CUDA bool | interpret_type (const F &f, value_type &k, IDiagnostics &diagnostics) |
template<class F > | |
static CUDA F | deinterpret (const value_type &v) |
static CUDA constexpr Sig | sig_order () |
static CUDA constexpr Sig | sig_strict_order () |
static CUDA constexpr value_type | bot () |
static CUDA constexpr value_type | top () |
static CUDA constexpr value_type | join (value_type x, value_type y) |
static CUDA constexpr value_type | meet (value_type x, value_type y) |
static CUDA constexpr bool | order (value_type x, value_type y) |
static CUDA constexpr bool | strict_order (value_type x, value_type y) |
static CUDA constexpr value_type | next (value_type x) |
static CUDA constexpr value_type | prev (value_type x) |
static CUDA constexpr value_type | project (Sig fun, value_type x) |
static CUDA constexpr value_type | project (Sig fun, value_type x, value_type y) |
Static Public Attributes | |
static constexpr const bool | is_totally_ordered = true |
static constexpr const bool | preserve_bot = true |
static constexpr const bool | preserve_top = true |
static constexpr const bool | preserve_join = true |
static constexpr const bool | preserve_meet = true |
static constexpr const bool | injective_concretization = true |
static constexpr const bool | preserve_concrete_covers = false |
static constexpr const bool | is_lower_bound = true |
static constexpr const bool | is_upper_bound = false |
static constexpr const char * | name = "FLB" |
static constexpr const bool | is_arithmetic = true |
PreFLB
is a pre-abstract universe \( \langle \mathbb{F}\setminus\{NaN\}, \geq \rangle \) totally ordered by the reversed floating-point arithmetic comparison operator. We work on a subset of floating-point numbers without NaN. It is used to represent (and possibly approximate) constraints of the form \( x \geq k \) where \( k \) is a real number.
using lala::PreFLB< VT >::this_type = PreFLB<VT> |
using lala::PreFLB< VT >::dual_type = PreFUB<VT> |
using lala::PreFLB< VT >::value_type = VT |
using lala::PreFLB< VT >::lower_bound_type = this_type |
using lala::PreFLB< VT >::upper_bound_type = dual_type |
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Note that -0 and +0 are treated as the same element.
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