fixed CvMat#eigenvv, removed CvMat#eigenvv!, and added some tests

ext/cvmat.cpp

@@ -281,7 +281,6 @@ void define_ruby_class()
   rb_define_method(rb_klass, "svd", RUBY_METHOD_FUNC(rb_svd), -1);
   rb_define_method(rb_klass, "svbksb", RUBY_METHOD_FUNC(rb_svbksb), -1);
   rb_define_method(rb_klass, "eigenvv", RUBY_METHOD_FUNC(rb_eigenvv), -1);
-  rb_define_method(rb_klass, "eigenvv!", RUBY_METHOD_FUNC(rb_eigenvv_bang), -1);
   rb_define_method(rb_klass, "calc_covar_matrix", RUBY_METHOD_FUNC(rb_calc_covar_matrix), -1);
   rb_define_method(rb_klass, "mahalonobis", RUBY_METHOD_FUNC(rb_mahalonobis), -1);
   
@@ -2331,21 +2330,6 @@ rb_svbksb(int argc, VALUE *argv, VALUE self)
   rb_raise(rb_eNotImpError, "");
 }
 
-/*
- * call-seq:
- *   eigenvv(<i>[eps = 0.0]</i>) -> [eigen_vectors(cvmat), eigen_values(cvmat)]
- *
- * Computes eigenvalues and eigenvectors of symmetric matrix.
- * <i>self</i> should be symmetric square matrix.
- * 
- * see #eigenvv!
- */
-VALUE
-rb_eigenvv(int argc, VALUE *argv, VALUE self)
-{
-  return rb_eigenvv_bang(argc, argv, copy(self));
-}
-
 /*
  * call-seq:
  *   eigenvv!(<i>[eps = 0.0]</i>) -> [eigen_vectors(cvmat), eigen_values(cvmat)]
@@ -2355,21 +2339,23 @@ rb_eigenvv(int argc, VALUE *argv, VALUE self)
  * 
  *   self * eigen_vectors(i,:)' = eigen_values(i) * eigen_vectors(i,:)'
  *
- * <b>The contents of <i>self</i> is destroyed by this method</b>.
- *
  * Currently the function is slower than #svd yet less accurate, so if <i>self</i> is known to be positively-defined
  * (e.g., it is a convariation matrix), it is recommanded to use #svd to find eigenvalues and eigenvectors of <i>self</i>,
  * especially if eigenvectors are not required.
  */
 VALUE
-rb_eigenvv_bang(int argc, VALUE *argv, VALUE self)
+rb_eigenvv(int argc, VALUE *argv, VALUE self)
 {
-  VALUE epsilon;
-  double eps = rb_scan_args(argc, argv, "01", &epsilon) < 1 ? 0.0 : NUM2DBL(epsilon);
+  VALUE epsilon, lowindex, highindex;
+  rb_scan_args(argc, argv, "03", &epsilon, &lowindex, &highindex);
+  double eps = (NIL_P(epsilon)) ? 0.0 : NUM2DBL(epsilon);
+  int lowidx = (NIL_P(lowindex)) ? -1 : NUM2INT(lowindex);
+  int highidx = (NIL_P(highindex)) ? -1 : NUM2INT(highindex);
+  
   CvSize size = cvGetSize(CVARR(self));
   int type = cvGetElemType(CVARR(self));
   VALUE eigen_vectors = new_object(size, type), eigen_values = new_object(size.height, 1, type);      
-  cvEigenVV(CVARR(self), CVARR(eigen_vectors), CVARR(eigen_values), eps);
+  cvEigenVV(CVARR(self), CVARR(eigen_vectors), CVARR(eigen_values), eps, lowidx, highidx);
   return rb_ary_new3(2, eigen_vectors, eigen_values);
 }
 

test/test_cvmat.rb

@@ -1722,15 +1722,57 @@ class TestCvMat < OpenCVTestCase
     m0 = create_cvmat(3, 3, :cv32f, 1) { |j, i, c|
       CvScalar.new(elems1[c])
     }
-    m1 = create_cvmat(3, 1, :cv32f, 1) { |j, i, c|
+    b = create_cvmat(3, 1, :cv32f, 1) { |j, i, c|
       CvScalar.new(elems2[c])
     }
-    m2 = m0.solve(m1)
+
+    m1 = m0.solve(b)
+    m2 = m0.solve(b, :lu)
+    m3 = m0.solve(b, :svd)
+    m4 = m0.solve(b, :svd_sym)
+    m5 = m0.solve(b, :svd_symmetric)
     expected = [2, -2, 1]
-    assert_each_cvscalar(m2, 0.001) { |j, i, c|
-      CvScalar.new(expected[c])
+    [m1, m2, m3, m4, m5].each { |m|
+      assert_equal(b.width, m.width)
+      assert_equal(m0.height, m.height)
+      assert_each_cvscalar(m, 0.001) { |j, i, c|
+        CvScalar.new(expected[c])
+      }
     }
   end
+
+  def test_svd
+    flunk('CvMat#svd is not implemented yet')
+  end
+
+  def test_svdksb
+    flunk('CvMat#svdksb is not implemented yet')
+  end
+
+  def test_eigenvv
+    elems = [6, -2, -3, 7]
+    m0 = create_cvmat(2, 2, :cv32f, 1) { |j, i, c|
+      CvScalar.new(elems[c])
+    }
+
+    v1 = m0.eigenvv
+    v2 = m0.eigenvv(10 ** -15)
+    v3 = m0.eigenvv(10 ** -15, 1, 1)
+
+    [v1, v2].each { |vec, val|
+      assert_in_delta(-0.615, vec[0, 0][0], 0.01)
+      assert_in_delta(0.788, vec[0, 1][0], 0.01)
+      assert_in_delta(0.788, vec[1, 0][0], 0.01)
+      assert_in_delta(0.615, vec[1, 1][0], 0.01)
+      assert_in_delta(8.562, val[0][0], 0.01)
+      assert_in_delta(4.438, val[1][0], 0.01)
+    }
+
+    vec3, val3 = v3
+    assert_in_delta(-0.615, vec3[0, 0][0], 0.01)
+    assert_in_delta(0.788, vec3[0, 1][0], 0.01)
+    assert_in_delta(8.562, val3[0][0], 0.01)
+  end
 end