X-Git-Url: http://gitweb.michael.orlitzky.com/?p=octave.git;a=blobdiff_plain;f=optimization%2Ftest_functions%2Fhimmelblau.m;h=c151ed616026c0de428f21e36ff757665cd13263;hp=c973a866ceb71428965abed7f9ba79764c6a6942;hb=b12c6c2a4bf4cef29b2e08b743c92889505c7ed9;hpb=4cf95f960c61165130795e7b5197cfe6e2829692

diff --git a/optimization/test_functions/himmelblau.m b/optimization/test_functions/himmelblau.m
index c973a86..c151ed6 100644
--- a/optimization/test_functions/himmelblau.m
+++ b/optimization/test_functions/himmelblau.m
@@ -1,17 +1,17 @@
 function f = himmelblau(x1, x2)
-  ##
-  ## The eponymous function defined by Himmelblau in his Applied
-  ## Nonlinear Programming, 1972.
-  ##
-  ## It has four identical local minima,
-  ##
-  ##   * f(3,2)                                    == 0
-  ##
-  ##   * f(-2.805118086952745,  3.131312518250573) == 0
-  ##
-  ##   * f(-3.779310253377747, -3.283185991286170) == 0
-  ##
-  ##   * f(3.584428340330492, -1.848126526964404)  == 0
-  ##
+  %
+  % The eponymous function defined by Himmelblau in his Applied
+  % Nonlinear Programming, 1972.
+  %
+  % It has four identical local minima,
+  %
+  %   * f(3,2)                                    == 0
+  %
+  %   * f(-2.805118086952745,  3.131312518250573) == 0
+  %
+  %   * f(-3.779310253377747, -3.283185991286170) == 0
+  %
+  %   * f(3.584428340330492, -1.848126526964404)  == 0
+  %
   f = (x1^2 + x2 - 11)^2 + (x1 + x2^2 - 7)^2;
 end