Add matrix and vector docs

FSharp.Stats.sln

@@ -29,6 +29,7 @@ EndProject
 Project("{2150E333-8FDC-42A3-9474-1A3956D46DE8}") = "content", "content", "{8E6D5255-776D-4B61-85F9-73C37AA1FB9A}"
 	ProjectSection(SolutionItems) = preProject
 		docs\content\index.fsx = docs\content\index.fsx
+		docs\content\Matrix_Vector.fsx = docs\content\Matrix_Vector.fsx
 		docs\content\tutorial.fsx = docs\content\tutorial.fsx
 	EndProjectSection
 EndProject

docs/content/Matrix_Vector.fsx

@@ -0,0 +1,63 @@
+(*** hide ***)
+// This block of code is omitted in the generated HTML documentation. Use 
+// it to define helpers that you do not want to show in the documentation.
+//#I "../../bin"
+
+(**
+dfdf
+*)
+#r "D:/Source/FSharp.Stats/bin/FSharp.Stats.dll"
+//#r "FSharp.Stats.dll"
+//open FSharp
+open Microsoft.FSharp.Math
+
+
+
+
+// http://fdatamining.blogspot.de/2010/03/matrix-and-linear-algebra-in-f-part-i-f.html
+// 1.9.7.8. 
+// http://fdatamining.blogspot.de/search/label/linear%20algebra
+
+let A = 
+    matrix [ [ 1.0; 7.0; 2.0 ]
+             [ 1.0; 3.0; 1.0 ]
+             [ 2.0; 9.0; 1.0 ] ]
+
+let B = 
+    matrix [ [ 10.0; 70.0; 20.0 ]
+             [ 10.0; 30.0; 10.0 ]
+             [ 20.0; 90.0; 10.0 ] ]
+
+
+let v = 
+    vector [|2.0; 20.0; 1.|]
+
+
+let rv = 
+    rowvec [|2.0; 20.0; 1.|]
+
+
+
+A+B
+A-B
+A*B // matrix product
+A.*B  // element-wise product
+A * 2.0 // scalar product
+2.0 * A // this is also ok
+-A // negation of a matrix
+
+//  matrix-vector product
+A * v
+
+Matrix.dot A B
+
+
+
+// F# Numerics Interface 
+// http://fdatamining.blogspot.de/2010/03/f-inumerics-interface-and-matrix-class.html
+
+
+// Service Provider model pattern
+// 
+// http://blog.ploeh.dk/2011/04/27/Providerisnotapattern/
+// http://blog.ploeh.dk/2011/04/27/Providerisnotapattern/

src/FSharp.Stats/Algebra/Matrix.fs

@@ -2554,7 +2554,7 @@ namespace Microsoft.FSharp.Math
         member x.ToArray() = RowVector.Generic.toArray x
         member x.Copy ()   = RowVector.Generic.copy x
 
-
+    [<AutoOpen>]
     module MatrixTopLevelOperators = 
 
         let matrix ll = Matrix.ofSeq ll