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Commit 86670298 authored by Michaël Roynard's avatar Michaël Roynard
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Add view::cast unit test 

Add maths operators into views (+tests)
Add views.hpp file
parent b5198aab
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Inline Side-by-side
apps/attributes/gradient_magnitude.hpp
View file @ 86670298
......@@ -3,8 +3,8 @@
#include <apps/tos/croutines.hpp>
#include <mln/accu/accumulators/mean.hpp>
#include <mln/core/functional_ops.hpp>
#include <mln/core/image/image2d.hpp>
#include <mln/core/math_ops.hpp>
#include <mln/morpho/component_tree/component_tree.hpp>
......
apps/attributes/meaningfullness.hpp
View file @ 86670298
......@@ -4,11 +4,11 @@
#include <mln/core/colors.hpp>
#include <mln/core/extension/fill.hpp>
#include <mln/core/functional_ops.hpp>
#include <mln/core/image/image2d.hpp>
#include <mln/core/math_ops.hpp>
#include <mln/core/neighb2d.hpp>
#include <mln/core/trace.hpp>
#include <mln/core/vec/vec_math_ops.hpp>
#include <mln/core/vec/vec_functional_ops.hpp>
#include <mln/core/wrt_offset.hpp>
......
doc/source/core.rst
View file @ 86670298
......@@ -12,6 +12,7 @@ Core Module
core/ranges
core/neighborhood
core/stl
core/functional
......@@ -63,18 +64,18 @@ See :doc:`core/images` for a description of the image concepts and image basics.
:widths: auto
:class: full
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::transform(ima, f) <mln::view::transform>` | Views the image with a function applied to the values. |
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::filter(ima, pred) <mln::view::filter>` | Views the image restricted to pixels whose values pass a predicate. |
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::mask(ima, mask) <mln::view::mask>` | Views the image restricted to pixels in a binary mask. |
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::clip(ima, roi) <mln::view::clip>` | Views the image restricted to a sub-region. |
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::zip(ima1, ima2, ..., imaN) <mln::view::zip>` | Views a list of images as a single image whose values are tuples of the each image values. |
+---------------------------------------------------------------+--------------------------------------------------------------------------------------------+
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| :cpp:func:`view::transform(ima, f) <mln::view::transform>` | Views the image with a function applied to the values. |
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| ``view::filter(ima, pred)`` | Views the image restricted to pixels whose values pass a predicate. |
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| ``view::mask(ima, mask)`` | Views the image restricted to pixels in a binary mask. |
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| ``view::clip(ima, roi)`` | Views the image restricted to a sub-region. |
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
| ``view::zip(ima1, ima2, ..., imaN)`` | Views a list of images as a single image whose values are tuples of the each image values. |
+------------------------------------------------------------+--------------------------------------------------------------------------------------------+
.. topic:: Common image operators (views)
......@@ -82,22 +83,33 @@ See :doc:`core/images` for a description of the image concepts and image basics.
:widths: auto
:class: full
+--------------+-----------------------------------------------------------+
| Arithmetical | `a + b`, `a - b`, `a * b`, `a / b`, `a % b` |
+--------------+-----------------------------------------------------------+
| Logical | `a && b`, `a || b`, `! a` |
+--------------+-----------------------------------------------------------+
| Comparison | `a < b`, `a <= b`, `a == b`, `a != b`, `a >= b`, `a > b` |
+--------------+-----------------------------------------------------------+
| Conditional | ``view::ifelse(a, b, c)`` |
+--------------+-----------------------------------------------------------+
+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Arithmetical | :cpp:func:`a + b <mln::view::ops::operator+>`, :cpp:func:`a - b <mln::view::ops::operator->`, :cpp:func:`a * b <mln::view::ops::operator*>`, :cpp:func:`a / b <mln::view::ops::operator/>`, :cpp:func:`a % b <mln::view::ops::operator%>` |
+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Logical | :cpp:func:`a && b <mln::view::ops::operator&&>`, :cpp:func:`a || b <mln::view::ops::operator||>`, :cpp:func:`\!a <mln::view::ops::operator!>` |
+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Comparison | :cpp:func:`a \< b <mln::view::ops::operator<>`, :cpp:func:`a \<= b <mln::view::ops::operator<=>`, :cpp:func:`a == b <mln::view::ops::operator==>`, :cpp:func:`a != b <mln::view::ops::operator!=>`, :cpp:func:`a >= b <mln::view::ops::operator>=>`, :cpp:func:`a > b <mln::view::ops::operator>>`, :cpp:func:`equalFP(a, b, eps) <mln::view::ops::equalFP>` |
+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Conditional | :cpp:func:`view::ifelse(a, b, c) <mln::view::ifelse>` |
+--------------+--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
.. topic:: Mathematical image operator (views)
+-------+-------+
| FIXME | FIXME |
+-------+-------+
.. table::
:widths: auto
:class: full
+----------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Component-wise | :cpp:func:`abs(a) <mln::view::maths::abs>`, :cpp:func:`sqr(a) <mln::view::maths::sqr>`, :cpp:func:`pow(a, p) <mln::view::maths::pow>`, :cpp:func:`cbrt(a) <mln::view::maths::cbrt>`, :cpp:func:`sqrt(a) <mln::view::maths::sqrt>` |
+----------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Reduction | :cpp:func:`sum(a) <mln::view::maths::sum>`, :cpp:func:`prod(a) <mln::view::maths::prod>`, :cpp:func:`min(a) <mln::view::maths::min>`, :cpp:func:`max(a) <mln::view::maths::max>`, :cpp:func:`dot(a, b) <mln::view::maths::dot>`, :cpp:func:`cross(a, b) <mln::view::maths::cross>` |
+----------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Norms | :cpp:func:`l0norm(a) <mln::view::maths::l0norm>`, :cpp:func:`l1norm(a) <mln::view::maths::l1norm>`, :cpp:func:`l2norm(a) <mln::view::maths::l2norm>`, :cpp:func:`l2norm_sqr(a) <mln::view::maths::l2norm_sqr>`, :cpp:func:`linfnorm(a) <mln::view::maths::linfnorm>`, :cpp:func:`lpnorm\<p>(a) <template <unsigned V> mln::view::maths::lpnorm<V>>` |
+----------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
| Distances | :cpp:func:`l0dist(a, b) <mln::view::maths::l0dist>`, :cpp:func:`l1dist(a, b) <mln::view::maths::l1dist>`, :cpp:func:`l2dist(a, b) <mln::view::maths::l2dist>`, :cpp:func:`l2dist_sqr(a, b) <mln::view::maths::l2dist_sqr>`, :cpp:func:`linfdist(a, b) <mln::view::maths::linfdist>`, :cpp:func:`lpdist\<p>(a, b) <template <unsigned V> mln::view::maths::lpdist<V>>` |
+----------------+-----------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------+
.. topic:: Other image operators (views)
......@@ -105,15 +117,15 @@ See :doc:`core/images` for a description of the image concepts and image basics.
:widths: auto
:class: full
+---------------------------+---------------------------------------------------+
| ``view::cast<V>(ima)`` | Views the image with the values casted into ``V`` |
+---------------------------+---------------------------------------------------+
| ``view::channel(ima, k)`` | Views the k-th channel of the image |
+---------------------------+---------------------------------------------------+
| ``view::red(ima)`` | |
| ``view::green(ima)`` | |
| ``view::blue(ima)`` | Views the red, green or blue channel of the image |
+---------------------------+---------------------------------------------------+
+----------------------------------------------------------------------------+---------------------------------------------------+
| :cpp:func:`view::cast\<T>(ima) <template <typename T> mln::view::cast<T>>` | Views the image with the values casted into ``T`` |
+----------------------------------------------------------------------------+---------------------------------------------------+
| :cpp:func:`view::channel(ima, k) <mln::view::channel>` | Views the k-th channel of the image |
+----------------------------------------------------------------------------+---------------------------------------------------+
| :cpp:func:`view::red(ima) <mln::view::red>` | |
| :cpp:func:`view::green(ima) <mln::view::green>` | Views the red, green or blue channel of the image |
| :cpp:func:`view::blue(ima) <mln::view::blue>` | |
+----------------------------------------------------------------------------+---------------------------------------------------+
.. raw:: html
......
doc/source/core/functional.rst 0 → 100644
View file @ 86670298
Functional maths operators
##########################
Include :file:`<mln/core/functional_ops.hpp>`
.. cpp:namespace:: mln::functional
Component-wise
==============
1. .. cpp:function:: auto abs(Scalar s)
2. .. cpp:function:: auto abs(Vector v)
1. Returns the absolute value of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the absolute value of each component of ``v``: :math:`r_i = \lvert v_i \rvert`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = -2;
mln::signed_rgb8 v = {1, -2, 3};
auto r_s = abs(s); // 2
auto r_v = abs(v); // {1, 2, 3}
1. .. cpp:function:: auto pow(Scalar s, Scalar p)
2. .. cpp:function:: auto pow(Vector v, Scalar p)
1. Returns ``s`` exponent ``p``: :math:`r = s^p`.
2. Returns each component of ``v`` exponent ``p``: :math:`r_i = v_i^p`.
:param s: Input scalar
:param v: Input vector
:param p: Input exponent
.. code::
mln::int8 s = -2;
mln::signed_rgb8 v = {1, -2, 3};
auto r_s = pow(s, 3); // -8
auto r_v = pow(v, 3); // {1, -8, 27}
1. .. cpp:function:: auto sqr(Scalar s)
2. .. cpp:function:: auto sqr(Vector v)
1. Returns the square value of ``s``: :math:`r = s^2`.
2. Returns the square value of each component of ``v``: :math:`r_i = v_i^2`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = -2;
mln::signed_rgb8 v = {1, -2, 3};
auto r_s = sqr(s); // 4
auto r_v = sqr(v); // {1, 4, 9}
1. .. cpp:function:: auto cbrt(Scalar s)
2. .. cpp:function:: auto cbrt(Vector v)
1. Returns the cubic root of ``s``: :math:`r = \sqrt[3]{s}`.
2. Returns the cubic root of each component of ``v``: :math:`r_i = \sqrt[3]{v_i}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 729;
mln::signed_rgb8 v = {-0.125, 8, 729};
auto r_s = cbrt(s); // 9
auto r_v = cbrt(v); // {-0.5, 2, 9}
1. .. cpp:function:: auto sqrt(Scalar s)
2. .. cpp:function:: auto sqrt(Vector v)
1. Returns the square root of ``s``: :math:`r = \sqrt{s}`.
2. Returns the square root of each component of ``v``: :math:`r_i = \sqrt{v_i}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 81;
mln::signed_rgb8 v = {-0.25, 4, 9};
auto r_s = sqrt(s); // 9
auto r_v = sqrt(v); // {-0.5, 2, 3}
Reduction
=========
1. .. cpp:function:: auto sum(Scalar s)
2. .. cpp:function:: auto sum(Vector v)
1. Returns ``s``: :math:`r = s`.
2. Returns the sum of all components of ``v``: :math:`r = \sum{v_i}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = sum(s); // 9
auto r_v = sum(v); // 8
1. .. cpp:function:: auto prod(Scalar s)
2. .. cpp:function:: auto prod(Vector v)
1. Returns ``s``: :math:`r = s`.
2. Returns the product of all components of ``v``: :math:`r = \prod{v_i}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = prod(s); // 9
auto r_v = prod(v); // -18
1. .. cpp:function:: auto min(Scalar s)
2. .. cpp:function:: auto min(Vector v)
1. Returns ``s``: :math:`r = s`.
2. Returns the minimum of all components of ``v``: :math:`r = \min(v_1, v_2, \dots, v_n)`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = min(s); // 9
auto r_v = min(v); // -2
1. .. cpp:function:: auto max(Scalar s)
2. .. cpp:function:: auto max(Vector v)
1. Returns ``s``: :math:`r = s`.
2. Returns the maximum of all components of ``v``: :math:`r = \max(v_1, v_2, \dots, v_n)`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = max(s); // 9
auto r_v = max(v); // 9
1. .. cpp:function:: auto dot(Vector v1, Vector v2)
2. Returns the scalar product of ``v1`` by ``v2``: :math:`r = v_1 \cdot v_2`.
:param v1: Input vector
:param v2: Input vector
.. code::
mln::signed_rgb8 v1= {9, 1, -2};
mln::signed_rgb8 v2 = {1, -2, 9};
auto v = dot(v1, v2); // -11
1. .. cpp:function:: auto cross(Vector v1, Vector v2)
2. Returns the cross product of ``v1`` by ``v2``: :math:`r = v_1 \wedge v_2`.
:param v1: Input vector
:param v2: Input vector
.. code::
mln::signed_rgb8 v1= {9, 1, -2};
mln::signed_rgb8 v2 = {1, -2, 9};
auto v = cross(v1, v2); // {5, -83, -19}
.. warning:: The cross product is only defined for vectors of dimension 3 and 7.
Norms
=====
1. .. cpp:function:: auto l0norm(Scalar s)
2. .. cpp:function:: auto l0norm(Vector v)
1. Returns the absolute value norm of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the absolute value (min) norm of ``v``: :math:`r = \lVert v \rVert_0 = \min(\lvert v_1 \rvert, \lvert v_2 \rvert, \dots, \lvert v_n \rvert)`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = l0norm(s); // 9
auto r_v = l0norm(v); // 1
1. .. cpp:function:: auto l1norm(Scalar s)
2. .. cpp:function:: auto l1norm(Vector v)
1. Returns the absolute value norm of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the absolute value (sum) norm of ``v``: :math:`r = \lVert v \rVert_1 = \sum{\lvert v_i \rvert}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = l1norm(s); // 9
auto r_v = l1norm(v); // 12
1. .. cpp:function:: auto l2norm(Scalar s)
2. .. cpp:function:: auto l2norm(Vector v)
1. Returns the euclidean norm of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the euclidean norm of ``v``: :math:`r = \lVert v \rVert_2 = \sqrt{\sum{v_i^2}}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {2, -4, 4};
auto r_s = l2norm(s); // 9
auto r_v = l2norm(v); // 6
1. .. cpp:function:: auto l2norm_sqr(Scalar s)
2. .. cpp:function:: auto l2norm_sqr(Vector v)
1. Returns the squared euclidean norm of ``s``: :math:`r = \lvert s \rvert^2`.
2. Returns the squared euclidean norm of ``v``: :math:`r = \lVert v \rVert_2^2 = \sum{v_i^2}`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {2, -4, 4};
auto r_s = l2norm_sqr(s); // 81
auto r_v = l2norm_sqr(v); // 36
1. .. cpp:function:: auto linfnorm(Scalar s)
2. .. cpp:function:: auto linfnorm(Vector v)
1. Returns the absolute value norm of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the absolute value (max) norm of ``v``: :math:`r = \lVert v \rVert_{inf} = \max(\lvert v_1 \rvert, \lvert v_2 \rvert, \dots, \lvert v_n \rvert)`.
:param s: Input scalar
:param v: Input vector
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {1, -2, 9};
auto r_s = linfnorm(s); // 9
auto r_v = linfnorm(v); // 9
1. .. cpp:function:: template <unsigned p> auto lpnorm<p>(Scalar s)
2. .. cpp:function:: template <unsigned p> auto lpnorm<p>(Vector v)
1. Returns the p-euclidean norm of ``s``: :math:`r = \lvert s \rvert`.
2. Returns the p-euclidean norm of ``v``: :math:`r = \lVert v \rVert_p = \sqrt[p]{\sum{\lvert v_i \rvert^p}}`.
:param s: Input scalar
:param v: Input vector
:tparam p: Norm exponent
.. code::
mln::int8 s = 9;
mln::signed_rgb8 v = {2, -4, 9};
auto r_s = lpnorm<4>(s); // 9
auto r_v = lpnorm<4>(v); // 9.09186...
Distances
=========
1. .. cpp:function:: auto l0dist(Scalar s1, Scalar s2)
2. .. cpp:function:: auto l0dist(Vector v1, Vector v2)
1. Returns the distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert`.
2. Returns the distance normalized (min of absolute values) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_0`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = l0dist(s1, s2); // 11
auto d_v = l0dist(v1, v2); // 2
1. .. cpp:function:: auto l1dist(Scalar s1, Scalar s2)
2. .. cpp:function:: auto l1dist(Vector v1, Vector v2)
1. Returns the distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert`.
2. Returns the distance normalized (sum of absolute values) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_1`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = l1dist(s1, s2); // 11
auto d_v = l1dist(v1, v2); // 10
1. .. cpp:function:: auto l2dist(Scalar s1, Scalar s2)
2. .. cpp:function:: auto l2dist(Vector v1, Vector v2)
1. Returns the distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert`.
2. Returns the distance normalized (euclidean) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_2`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = l2dist(s1, s2); // 11
auto d_v = l2dist(v1, v2); // 6
1. .. cpp:function:: auto l2dist_sqr(Scalar s1, Scalar s2)
2. .. cpp:function:: auto l2dist_sqr(Vector v1, Vector v2)
1. Returns the squared distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert^2`.
2. Returns the squared distance normalized (euclidean) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_2^2`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = l2dist_sqr(s1, s2); // 121
auto d_v = l2dist_sqr(v1, v2); // 36
1. .. cpp:function:: auto linfdist(Scalar s1, Scalar s2)
2. .. cpp:function:: auto linfdist(Vector v1, Vector v2)
1. Returns the distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert`.
2. Returns the distance normalized (max of absolute values) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_{inf}`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = linfdist(s1, s2); // 11
auto d_v = linfdist(v1, v2); // 4
1. .. cpp:function:: template <unsigned p> auto lpdist<p>(Scalar s1, Scalar s2)
2. .. cpp:function:: template <unsigned p> auto lpdist<p>(Vector v1, Vector v2)
1. Returns the distance between ``s1`` and ``s2``: :math:`d = \lvert s_1 - s_2 \rvert`.
2. Returns the distance normalized (p-euclidean) between ``v1`` and ``v2``: :math:`d = \lVert v_1 - v_2 \rVert_p`.
:param s1: Input scalar
:param s2: Input scalar
:param v1: Input vector
:param v2: Input vector
:tparam p: Norm Exponent
.. code::
mln::int8 s1 = 9;
mln::int8 s2 = -2;
mln::signed_rgb8 v1 = {1, 2, 2};
mln::signed_rgb8 v2 = {3, 6, 6};
auto d_s = lpdist<4>(s1, s2); // 11
auto d_v = lpdist<4>(v1, v2); // 4.79356
doc/source/core/images.rst
View file @ 86670298
......@@ -8,8 +8,17 @@ Forsee to add pdim (point) and vdim (value) for dimension constant in iamge conc
.. toctree::
:hidden:
view/cast
view/clip
view/channel
view/filter
view/mask
view/maths
view/operators
view/rgb
view/transform
view/zip
.. contents::
......
doc/source/core/view/cast.rst 0 → 100644
View file @ 86670298
Cast (View)
###########
Include :file:`<mln/core/image/view/cast.hpp>`
.. cpp:namespace:: mln::view
#. .. cpp:function:: template <typename T> auto cast<T>(Image ima)
1. Makes a view from `ima` where for each pixel value evals to :cpp:expr:`out(p) = static_cast<T>(ima(p))`
:param ima: Input range
:tparam T: Type to cast to
.. code::
mln::image2d<double> ima = ...;
auto g1 = mln::view::cast<int>(ima);
+----------------+---------------+-------+----------------+
| | | *ima* | *cast<T>(ima)* |
+================+===============+=======+================+
| | Forward | X | X |
+ +---------------+-------+----------------+
| **Category** | Bidirectional | X | X |
+ +---------------+-------+----------------+
| | Raw | X | |
+----------------+---------------+-------+----------------+
| | Writable | X | |
+ +---------------+-------+----------------+
| **Properties** | Accessible | X | X |
+ +---------------+-------+----------------+
| | Indexable | X | X |
+----------------+---------------+-------+----------------+
Examples
--------
* Double image to int:
.. code::
mln::image2d<double> input = { {0.1, 1.1, 2.1}, {3.5, 4.5, 5.5} };
auto g = mln::view::cast<int>(input);
mln::io::imprint(g);