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authorHiroshi SHIBATA <hsbt@ruby-lang.org>2021-05-26 20:36:23 +0900
committerHiroshi SHIBATA <hsbt@ruby-lang.org>2021-05-27 14:42:11 +0900
commit835a4956081e43ae21a78667f2b87f275467b70e (patch)
tree62138643702c5ef21aa2f741fe1363d735437252 /spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb
parent350bc29107e96871030ccffaf334c3e0a9d80f5f (diff)
Guard ruby/spec with spec/mspec/tool/wrap_with_guard.rb
Notes
Notes: Merged: https://github.com/ruby/ruby/pull/4530
Diffstat (limited to 'spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb')
-rw-r--r--spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb33
1 files changed, 18 insertions, 15 deletions
diff --git a/spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb b/spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb
index 09f229ee15..57299ce69e 100644
--- a/spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb
+++ b/spec/ruby/library/matrix/eigenvalue_decomposition/eigenvector_matrix_spec.rb
@@ -1,20 +1,23 @@
require_relative '../../../spec_helper'
-require 'matrix'
-describe "Matrix::EigenvalueDecomposition#eigenvector_matrix" do
- it "returns a complex eigenvector matrix given a rotation matrix" do
- # Fix me: should test for linearity, not for equality
- Matrix[[ 1, 1],
- [-1, 1]].eigensystem.eigenvector_matrix.should ==
- Matrix[[1, 1],
- [Complex(0, 1), Complex(0, -1)]]
- end
+ruby_version_is ""..."3.1" do
+ require 'matrix'
+
+ describe "Matrix::EigenvalueDecomposition#eigenvector_matrix" do
+ it "returns a complex eigenvector matrix given a rotation matrix" do
+ # Fix me: should test for linearity, not for equality
+ Matrix[[ 1, 1],
+ [-1, 1]].eigensystem.eigenvector_matrix.should ==
+ Matrix[[1, 1],
+ [Complex(0, 1), Complex(0, -1)]]
+ end
- it "returns an real eigenvector matrix for a symmetric matrix" do
- # Fix me: should test for linearity, not for equality
- Matrix[[1, 2],
- [2, 1]].eigensystem.eigenvector_matrix.should ==
- Matrix[[0.7071067811865475, 0.7071067811865475],
- [-0.7071067811865475, 0.7071067811865475]]
+ it "returns an real eigenvector matrix for a symmetric matrix" do
+ # Fix me: should test for linearity, not for equality
+ Matrix[[1, 2],
+ [2, 1]].eigensystem.eigenvector_matrix.should ==
+ Matrix[[0.7071067811865475, 0.7071067811865475],
+ [-0.7071067811865475, 0.7071067811865475]]
+ end
end
end