header_utils: ghassanpl::geometry::squares::ttile_space< I, F, METRIC > Struct Template Reference

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Combines a metric and tile size into a single type. More...

#include <squares.h>

Public Types
using	metric
using	vec2
using	ivec2
using	rec2
using	irec2
using	tile_pos
using	world_pos
using	tile_rec
using	world_rec

Public Member Functions
constexpr vec2	to_world_pos (ivec2 tile_pos) const noexcept
constexpr rec2	world_rect_for_tile (ivec2 tile_pos) const noexcept
constexpr ivec2	to_tile_pos (vec2 world_pos) const noexcept
constexpr irec2	to_tile_rect (rec2 const &world_rect) const noexcept
vec2	snap_to_grid (vec2 world_pos) const
constexpr world_pos	to_world_pos (tile_pos tile_pos) const noexcept
constexpr world_rec	world_rect_for_tile (tile_pos tile_pos) const noexcept
constexpr tile_pos	to_tile_pos (world_pos world_pos) const noexcept
constexpr tile_rec	to_tile_rect (world_rec const &world_rect) const noexcept
world_pos	snap_to_grid (world_pos world_pos) const

Static Public Member Functions
static constexpr auto	is_adjacent (ivec2 a, ivec2 b)
static constexpr auto	is_adjacent (tile_pos a, tile_pos b)
static constexpr auto	is_adjacent (direction dir)
static constexpr auto	tile_distance (ivec2 a, ivec2 b)
static constexpr auto	tile_distance (tile_pos a, tile_pos b)

Public Attributes
vec2	tile_size

Detailed Description

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>
struct ghassanpl::geometry::squares::ttile_space< I, F, METRIC >

Combines a metric and tile size into a single type.

Definition at line 160 of file squares.h.

Member Typedef Documentation

◆ irec2

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::irec2

Definition at line 166 of file squares.h.

◆ ivec2

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::ivec2

Definition at line 164 of file squares.h.

◆ metric

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::metric

Definition at line 162 of file squares.h.

◆ rec2

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::rec2

Definition at line 165 of file squares.h.

◆ tile_pos

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::tile_pos

Definition at line 168 of file squares.h.

◆ tile_rec

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::tile_rec

Definition at line 171 of file squares.h.

◆ vec2

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::vec2

Definition at line 163 of file squares.h.

◆ world_pos

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::world_pos

Definition at line 169 of file squares.h.

◆ world_rec

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

using ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::world_rec

Definition at line 172 of file squares.h.

Member Function Documentation

◆ is_adjacent() [1/3]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

constexpr auto ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::is_adjacent ( direction dir )

inlinestaticconstexpr

Definition at line 192 of file squares.h.

◆ is_adjacent() [2/3]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

constexpr auto ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::is_adjacent	(	ivec2	a,
		ivec2	b )

inlinestaticconstexpr

Definition at line 190 of file squares.h.

◆ is_adjacent() [3/3]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

constexpr auto ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::is_adjacent	(	tile_pos	a,
		tile_pos	b )

inlinestaticconstexpr

Definition at line 191 of file squares.h.

◆ snap_to_grid() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

vec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::snap_to_grid ( vec2 world_pos ) const

inline

Definition at line 181 of file squares.h.

◆ snap_to_grid() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

world_pos ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::snap_to_grid ( world_pos world_pos ) const

inline

Definition at line 188 of file squares.h.

◆ tile_distance() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

constexpr auto ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::tile_distance	(	ivec2	a,
		ivec2	b )

inlinestaticconstexpr

Definition at line 193 of file squares.h.

◆ tile_distance() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

constexpr auto ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::tile_distance	(	tile_pos	a,
		tile_pos	b )

inlinestaticconstexpr

Definition at line 194 of file squares.h.

◆ to_tile_pos() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

ivec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_tile_pos ( vec2 world_pos ) const

inlineconstexprnoexcept

Definition at line 178 of file squares.h.

◆ to_tile_pos() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

tile_pos ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_tile_pos ( world_pos world_pos ) const

inlineconstexprnoexcept

Definition at line 185 of file squares.h.

◆ to_tile_rect() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

irec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_tile_rect ( rec2 const & world_rect ) const

inlineconstexprnoexcept

Definition at line 179 of file squares.h.

◆ to_tile_rect() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

tile_rec ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_tile_rect ( world_rec const & world_rect ) const

inlineconstexprnoexcept

Definition at line 186 of file squares.h.

◆ to_world_pos() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

vec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_world_pos ( ivec2 tile_pos ) const

inlineconstexprnoexcept

Definition at line 176 of file squares.h.

◆ to_world_pos() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

world_pos ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::to_world_pos ( tile_pos tile_pos ) const

inlineconstexprnoexcept

Definition at line 183 of file squares.h.

◆ world_rect_for_tile() [1/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

rec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::world_rect_for_tile ( ivec2 tile_pos ) const

inlineconstexprnoexcept

Definition at line 177 of file squares.h.

◆ world_rect_for_tile() [2/2]

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

world_rec ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::world_rect_for_tile ( tile_pos tile_pos ) const

inlineconstexprnoexcept

Definition at line 184 of file squares.h.

Member Data Documentation

◆ tile_size

template<std::integral I, std::floating_point F, metric< I > METRIC = chebyshev_metric>

vec2 ghassanpl::geometry::squares::ttile_space< I, F, METRIC >::tile_size

Definition at line 174 of file squares.h.

ghassanpl
geometry
squares
ttile_space
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