# -*- coding: utf-8 -*-
# Copyright (c) Vispy Development Team. All Rights Reserved.
# Distributed under the (new) BSD License. See LICENSE.txt for more info.

import numpy as np

import vispy.visuals.transforms as tr
from vispy.geometry import Rect
from vispy.testing import run_tests_if_main

NT = tr.NullTransform
ST = tr.STTransform
AT = tr.MatrixTransform
RT = tr.MatrixTransform
PT = tr.PolarTransform
LT = tr.LogTransform
CT = tr.ChainTransform


def assert_chain_types(chain, types):
    assert list(map(type, chain.transforms)) == types


def assert_chain_objects(chain1, chain2):
    assert chain1.transforms == chain2.transforms


def test_multiplication():
    n = NT()
    s = ST()
    a = AT()
    p = PT()
    log_trans = LT()
    c1 = CT([s, a, p])
    assert c1
    c2 = CT([s, a, s])

    assert isinstance(n * n, NT)
    assert isinstance(n * s, ST)
    assert isinstance(s * s, ST)
    assert isinstance(a * s, AT)
    assert isinstance(a * a, AT)
    assert isinstance(s * a, AT)
    assert isinstance(n * p, PT)
    assert isinstance(s * p, CT)
    assert isinstance(a * p, CT)
    assert isinstance(p * a, CT)
    assert isinstance(p * s, CT)
    assert_chain_types(p * a, [PT, AT])
    assert_chain_types(p * s, [PT, ST])
    assert_chain_types(s * p, [ST, PT])
    assert_chain_types(s * p * a, [ST, PT, AT])
    assert_chain_types(s * a * p, [AT, PT])
    assert_chain_types(p * s * a, [PT, ST, AT])
    assert_chain_types(s * p * s, [ST, PT, ST])
    assert_chain_types(s * a * p * s * a, [AT, PT, ST, AT])
    assert_chain_types(c2 * a, [ST, AT, ST, AT])
    assert_chain_types(p * log_trans * s, [PT, LT, ST])


def test_transform_chain():
    # Make dummy classes for easier distinguishing the transforms

    class DummyTrans(tr.BaseTransform):
        glsl_map = "vec4 trans(vec4 pos) {return pos;}"
        glsl_imap = "vec4 trans(vec4 pos) {return pos;}"

    class TransA(DummyTrans):
        pass

    class TransB(DummyTrans):
        pass

    class TransC(DummyTrans):
        pass

    # Create test transforms
    a, b, c = TransA(), TransB(), TransC()

    # Test Chain creation
    assert tr.ChainTransform().transforms == []
    assert tr.ChainTransform(a).transforms == [a]
    assert tr.ChainTransform(a, b).transforms == [a, b]
    assert tr.ChainTransform(a, b, c, a).transforms == [a, b, c, a]

    # Test composition by multiplication
    assert_chain_objects(a * b, tr.ChainTransform(a, b))
    assert_chain_objects(a * b * c, tr.ChainTransform(a, b, c))
    assert_chain_objects(a * b * c * a, tr.ChainTransform(a, b, c, a))

    # Test adding/prepending to transform
    chain = tr.ChainTransform()
    chain.append(a)
    assert chain.transforms == [a]
    chain.append(b)
    assert chain.transforms == [a, b]
    chain.append(c)
    assert chain.transforms == [a, b, c]
    chain.prepend(b)
    assert chain.transforms == [b, a, b, c]
    chain.prepend(c)
    assert chain.transforms == [c, b, a, b, c]

    # Test simplifying
    t1 = tr.STTransform(scale=(2, 3))
    t2 = tr.STTransform(translate=(3, 4))
    t3 = tr.STTransform(translate=(3, 4))
    # Create multiplied versions
    t123 = t1*t2*t3
    t321 = t3*t2*t1
    c123 = tr.ChainTransform(t1, t2, t3)
    c321 = tr.ChainTransform(t3, t2, t1)
    c123s = c123.simplified
    c321s = c321.simplified
    #
    assert isinstance(t123, tr.STTransform)  # or the test is useless
    assert isinstance(t321, tr.STTransform)  # or the test is useless
    assert isinstance(c123s, tr.ChainTransform)  # or the test is useless
    assert isinstance(c321s, tr.ChainTransform)  # or the test is useless

    # Test Mapping
    t1 = tr.STTransform(scale=(2, 3))
    t2 = tr.STTransform(translate=(3, 4))
    chain1 = tr.ChainTransform(t1, t2)
    chain2 = tr.ChainTransform(t2, t1)
    #
    assert chain1.transforms == [t1, t2]  # or the test is useless
    assert chain2.transforms == [t2, t1]  # or the test is useless
    #
    m12 = (t1*t2).map((1, 1)).tolist()
    m21 = (t2*t1).map((1, 1)).tolist()
    m12_ = chain1.map((1, 1)).tolist()
    m21_ = chain2.map((1, 1)).tolist()
    #
    #print(m12, m21, m12_, m21_)
    assert m12 != m21
    assert m12 == m12_
    assert m21 == m21_

    # Test shader map
    t1 = tr.STTransform(scale=(2, 3))
    t2 = tr.STTransform(translate=(3, 4))
    chain = tr.ChainTransform(t1, t2)
    #
    funcs = chain.shader_map().dependencies()
    funcsi = chain.shader_imap().dependencies()
    #
    assert t1.shader_map() in funcs
    assert t2.shader_map() in funcs
    assert t1.shader_imap() in funcsi
    assert t2.shader_imap() in funcsi


def test_map_rect():
    r = Rect((2, 7), (13, 19))
    r1 = ST(scale=(2, 2), translate=(-10, 10)).map(r)
    assert r1 == Rect((-6, 24), (26, 38))


def test_st_transform():
    # Check that STTransform maps exactly like MatrixTransform
    pts = np.random.normal(size=(10, 4))
    
    scale = (1, 7.5, -4e-8)
    translate = (1e6, 0.2, 0)
    st = tr.STTransform(scale=scale, translate=translate)
    at = tr.MatrixTransform()
    at.scale(scale)
    at.translate(translate)
    
    assert np.allclose(st.map(pts), at.map(pts))
    assert np.allclose(st.inverse.map(pts), at.inverse.map(pts))    
    

def test_st_mapping():
    p1 = [[5., 7.], [23., 8.]]
    p2 = [[-1.3, -1.4], [1.1, 1.2]]

    t = tr.STTransform()
    t.set_mapping(p1, p2)

    assert np.allclose(t.map(p1)[:, :len(p2)], p2)


def test_affine_mapping():
    t = tr.MatrixTransform()
    p1 = np.array([[0, 0, 0],
                   [1, 0, 0],
                   [0, 1, 0],
                   [0, 0, 1]])

    # test pure translation
    p2 = p1 + 5.5
    t.set_mapping(p1, p2)
    assert np.allclose(t.map(p1)[:, :p2.shape[1]], p2)

    # test pure scaling
    p2 = p1 * 5.5
    t.set_mapping(p1, p2)
    assert np.allclose(t.map(p1)[:, :p2.shape[1]], p2)

    # test scale + translate
    p2 = (p1 * 5.5) + 3.5
    t.set_mapping(p1, p2)
    assert np.allclose(t.map(p1)[:, :p2.shape[1]], p2)

    # test SRT
    p2 = np.array([[10, 5, 3],
                   [10, 15, 3],
                   [30, 5, 3],
                   [10, 5, 3.5]])
    t.set_mapping(p1, p2)
    assert np.allclose(t.map(p1)[:, :p2.shape[1]], p2)


def test_inverse():
    m = np.random.normal(size=(4, 4))
    transforms = [
        NT(),
        ST(scale=(1e-4, 2e5), translate=(10, -6e9)),
        AT(m),
        RT(m),
    ]

    np.random.seed(0)
    N = 20
    x = np.random.normal(size=(N, 3))
    pw = np.random.normal(size=(N, 3), scale=3)
    pos = x * 10 ** pw

    for trn in transforms:
        assert np.allclose(pos, trn.inverse.map(trn.map(pos))[:, :3])

    # log transform only works on positive values
    #abs_pos = np.abs(pos)
    #tr = LT(base=(2, 4.5, 0))
    #assert np.allclose(abs_pos, tr.inverse.map(tr.map(abs_pos))[:,:3])


run_tests_if_main()
