Generalize is_similar() to take array refs and fixed some tests.
[Math-GSL.git] / lib / Math / GSL / Complex / Test.pm
blob9b3bc0ac106606dce245b8cef60da89f3ac25f1c
1 package Math::GSL::Complex::Test;
2 use base q{Test::Class};
3 use Test::More;
4 use Math::GSL::Complex qw/:all/;
5 use Math::GSL qw/is_similar/;
6 use Data::Dumper;
7 use strict;
9 sub make_fixture : Test(setup) {
10 my $self = shift;
11 $self->{gsl_complex} = Math::GSL::Complex::gsl_complex->new;
14 sub teardown : Test(teardown) {
17 sub GSL_COMPLEX_NEW : Test {
18 my $self = shift;
19 my $x = $self->{gsl_complex};
20 isa_ok( $x, 'Math::GSL::Complex' );
23 sub GSL_COMPLEX_RECT : Tests {
24 my $x = gsl_complex_rect(5,3);
25 is_deeply( [ gsl_parts($x) ], [ 5, 3 ], 'gs_complex_rect' );
28 sub GSL_COMPLEX_POLAR : Tests {
29 my $x = gsl_complex_polar(1.0,0.1);
30 my ($r,$theta) = ( gsl_complex_abs($x), gsl_complex_arg($x) );
32 print "x=$r * e^(i $theta)*I\n" if $ENV{DEBUG};
33 ok( is_similar($r,1.0), 'gsl_complex_polar r, res=' .($r-1.) . "\n");
34 ok( is_similar($theta,0.1), 'gsl_complex_polar theta, res=' .($theta-0.1) . "\n");
37 sub GSL_COMPLEX_ABS : Tests {
38 my $x = gsl_complex_rect(5,3);
39 my $abs = gsl_complex_abs($x);
40 ok ( is_similar($abs, sqrt(34)), 'gsl_complex_abs');
43 sub GSL_COMPLEX_ABS2 : Tests {
44 my $x = gsl_complex_rect(5,3);
45 my $abs = gsl_complex_abs2($x);
46 ok( is_similar($abs, 34), 'gsl_complex_abs2' );
49 sub GSL_COMPLEX_LOGABS : Tests {
50 my $x = gsl_complex_rect(5,3);
52 my $abs = gsl_complex_logabs($x);
53 ok ( is_similar($abs, log(sqrt(34)) ), 'gsl_complex_logabs' );
56 sub GSL_COMPLEX_ADD : Tests {
57 my $x = gsl_complex_rect(5,3);
58 my $y = gsl_complex_rect(1,2);
60 my $z = gsl_complex_add($x, $y);
61 is_deeply( [ gsl_parts($z) ], [ 6, 5 ] );
64 sub GSL_COMPLEX_SUB : Tests {
65 my $x = gsl_complex_rect(5,3);
66 my $y = gsl_complex_rect(1,2);
68 my $z = gsl_complex_sub($x, $y);
69 is_deeply( [ gsl_parts($z) ], [ 4, 1 ] );
72 sub GSL_COMPLEX_MUL : Tests {
73 my $x = gsl_complex_rect(5,3);
74 my $y = gsl_complex_rect(1,2);
76 my $z = gsl_complex_mul($x, $y);
77 is_deeply( [ gsl_parts($z) ], [ -1, 13 ] );
80 sub GSL_COMPLEX_DIV : Tests {
81 my $x = gsl_complex_rect(4,5);
82 my $y = gsl_complex_rect(2,1);
84 my $z = gsl_complex_div($x, $y);
85 is_deeply( [ gsl_parts($z) ], [ 13/5, 6/5 ] );
87 sub GSL_COMPLEX_EQ : Tests {
88 my $x = gsl_complex_rect(4,5);
89 my $y = gsl_complex_rect(2,1);
90 ok(! gsl_complex_eq($x,$y), 'gsl_complex_eq' );
91 $y = gsl_complex_rect(4,5);
92 ok( gsl_complex_eq($x,$y), 'gsl_complex_eq' );
94 sub GSL_COMPLEX_ADD_REAL : Tests {
95 my $x = gsl_complex_rect(5,3);
97 my $z = gsl_complex_add_real($x, 1);
98 ok( gsl_real($z) == 6, 'gsl_complex_add_real');
101 sub GSL_COMPLEX_SUB_REAL : Tests {
102 my $x = gsl_complex_rect(5,3);
104 my $z = gsl_complex_sub_real($x, 1);
105 ok( gsl_real($z) == 4, 'gsl_complex_sub_real');
108 sub GSL_COMPLEX_MUL_REAL : Tests {
109 my $x = gsl_complex_rect(5,3);
111 my $z = gsl_complex_mul_real($x, 2);
112 ok( gsl_real($z) == 10, 'gsl_complex_mul_real');
115 sub GSL_COMPLEX_DIV_REAL : Tests {
116 my $x = gsl_complex_rect(6,3);
118 my $z = gsl_complex_div_real($x, 2);
119 ok( gsl_real($z) == 3, 'gsl_complex_div_real');
122 sub GSL_COMPLEX_ADD_IMAG : Tests {
123 my $x = gsl_complex_rect(6,3);
125 my $z = gsl_complex_add_imag($x, 2);
126 ok( gsl_imag($z) == 5, 'gsl_complex_add_imag');
129 sub GSL_COMPLEX_SUB_IMAG : Tests {
130 my $x = gsl_complex_rect(6,3);
132 my $z = gsl_complex_sub_imag($x, 2);
133 ok( gsl_imag($z) == 1, 'gsl_complex_sub_imag');
136 sub GSL_COMPLEX_MUL_IMAG : Tests {
137 my $x = gsl_complex_rect(6,3);
139 my $z = gsl_complex_mul_imag($x, 2);
140 is_deeply( [ gsl_parts($z) ], [ -6, 12 ] );
143 sub GSL_COMPLEX_DIV_IMAG : Tests {
144 my $x = gsl_complex_rect(6,4);
146 my $z = gsl_complex_div_imag($x, 2);
147 is_deeply( [ gsl_parts($z) ], [ 2, -3 ] );
150 sub GSL_COMPLEX_CONJUGATE : Tests {
151 my $x = gsl_complex_rect(6,4);
153 my $z = gsl_complex_conjugate($x);
154 ok( gsl_real($z) == 6, 'gsl_complex_conjugate');
155 ok( gsl_imag($z) == -4, 'ggsl_complex_conjugat');
159 sub GSL_COMPLEX_NEGATIVE : Tests {
160 my $x = gsl_complex_rect(6,4);
162 my $z = gsl_complex_negative($x);
163 ok( gsl_real($z) == -6, 'gsl_complex_negative');
164 ok( gsl_imag($z) == -4, 'gsl_complex_negative');
167 sub GSL_COMPLEX_SQRT : Tests {
168 my $x = gsl_complex_rect(-7,24);
170 my $z = gsl_complex_sqrt($x);
171 ok( is_similar( [ gsl_parts($z) ],
172 [ 3 , 4 ],
173 ),'gsl_complex_sqrt'
177 sub GSL_COMPLEX_SQRT_REAL : Tests {
178 my $x = gsl_complex_rect(9,4);
180 my $z = gsl_complex_sqrt_real(-4);
181 ok( gsl_imag($z) == 2, 'gsl_complex_sqrt_real');
184 sub GSL_COMPLEX_POW : Tests {
185 my $x = gsl_complex_rect(0,1);
186 my $y = gsl_complex_rect(2,0);
187 my $z = gsl_complex_pow($x, $y);
189 my ($real, $imag) = gsl_parts($z);
190 ok( is_similar($real, -1), 'gsl_complex_pow' );
191 ok( is_similar($imag, 0), 'gsl_complex_pow' );
193 $x = gsl_complex_rect(3,4);
194 $z = gsl_complex_pow($x, $y);
196 ok( is_similar(gsl_real($z), 3**2 - 4**2), 'gsl_complex_pow');
197 ok( is_similar(gsl_imag($z), 2*3*4), 'gsl_complex_pow');
200 sub GSL_COMPLEX_SET_REAL : Tests {
201 my $x = gsl_complex_rect(3,4);
202 gsl_set_real($x, 5);
203 ok( is_similar(gsl_real($x), 5), 'gsl_complex_set_real');
204 ok( is_similar(gsl_imag($x), 4), 'gsl_complex_set_real');
207 sub GSL_COMPLEX_SET_IMAG : Tests {
208 my $x = gsl_complex_rect(3,4);
209 gsl_set_imag($x, 5);
210 ok( is_similar(gsl_imag($x), 5), 'gsl_complex_set_imag');
211 ok( is_similar(gsl_real($x), 3), 'gsl_complex_set_imag');
214 sub GSL_COMPLEX_SET_COMPLEX : Tests {
215 my $x = gsl_complex_rect(3,4);
216 gsl_set_complex($x, 5, 3);
217 ok( is_similar(gsl_imag($x), 3), 'gsl_complex_set_complex');
218 ok( is_similar(gsl_real($x), 5), 'gsl_complex_set_complex');
221 sub GSL_COMPLEX_SIN : Tests {
222 my $x = gsl_complex_rect(3,2);
223 my $z = gsl_complex_sin($x);
224 ok( is_similar(gsl_real($z), 0.53092108624852), 'gsl_complex_sin');
225 ok( is_similar(gsl_imag($z), -3.59056458998578), 'gsl_complex_sin');
228 sub GSL_COMPLEX_COS : Tests {
229 my $x = gsl_complex_rect(3,2);
230 my $z = gsl_complex_cos($x);
231 ok( is_similar(gsl_real($z), -3.72454550491532), 'gsl_complex_cos');
232 ok( is_similar(gsl_imag($z), -0.511822569987385), 'gsl_complex_cos');
235 sub GSL_COMPLEX_TAN : Tests {
236 my $x = gsl_complex_rect(3,2);
237 my $z = gsl_complex_tan($x);
238 ok( is_similar(gsl_real($z), -0.0098843750383225), 'gsl_complex_tan');
239 ok( is_similar(gsl_imag($z), 0.965385879022133), 'gsl_complex_tan');
242 sub GSL_COMPLEX_SEC : Tests {
243 my $x = gsl_complex_rect(3,2);
244 my $z = gsl_complex_sec($x);
245 ok( is_similar(gsl_real($z), -0.263512975158389), 'gsl_complex_sec');
246 ok( is_similar(gsl_imag($z), 0.0362116365587685), 'gsl_complex_sec');
249 sub GSL_COMPLEX_CSC : Tests {
250 my $x = gsl_complex_rect(3,2);
251 my $z = gsl_complex_csc($x);
252 ok( is_similar(gsl_real($z), 0.0403005788568915), 'gsl_complex_csc');
253 ok( is_similar(gsl_imag($z), 0.27254866146294), 'gsl_complex_csc');
256 sub GSL_COMPLEX_COT : Tests {
257 my $x = gsl_complex_rect(3,2);
258 my $z = gsl_complex_cot($x);
259 ok( is_similar(gsl_real($z), -0.0106047834703371), 'gsl_complex_cot');
260 ok( is_similar(gsl_imag($z), -1.035746637765), 'gsl_complex_cot');