Index: /issm/trunk/src/m/shared/MatlabSolver.m
===================================================================
--- /issm/trunk/src/m/shared/MatlabSolver.m	(revision 2163)
+++ /issm/trunk/src/m/shared/MatlabSolver.m	(revision 2163)
@@ -0,0 +1,22 @@
+function X=Solver(A,B,solver_type);
+%ICESOLVER - solve the matrix equation AX=B
+%
+%   Solver AX=B, with Chol, Lu or general solvers from matlab.
+%   We can use either the LU or the Cholesky decomposition, but the
+%   Cholesky decomposition is twice as efficient as LU for symmetric
+%   definite positive matrix
+%
+%   Usage:
+%      X=IceSolver(A,B,solver_type);
+
+if strcmpi(solver_type,'lu'),
+	% Solve by LU decomposition. 
+	[L,U] = lu(A);
+	X = U\(L\B);
+elseif strcmpi(solver_type,'cholesky'),
+	% Solve by Choleski decomposition.
+	L = chol(A); X = L\(L'\B);
+else
+	% use matlab's generic solver
+	X = A\B;
+end
Index: sm/trunk/src/m/shared/Solver.m
===================================================================
--- /issm/trunk/src/m/shared/Solver.m	(revision 2162)
+++ 	(revision )
@@ -1,22 +1,0 @@
-function X=Solver(A,B,solver_type);
-%ICESOLVER - solve the matrix equation AX=B
-%
-%   Solver AX=B, with Chol, Lu or general solvers from matlab.
-%   We can use either the LU or the Cholesky decomposition, but the
-%   Cholesky decomposition is twice as efficient as LU for symmetric
-%   definite positive matrix
-%
-%   Usage:
-%      X=IceSolver(A,B,solver_type);
-
-if strcmpi(solver_type,'lu'),
-	% Solve by LU decomposition. 
-	[L,U] = lu(A);
-	X = U\(L\B);
-elseif strcmpi(solver_type,'cholesky'),
-	% Solve by Choleski decomposition.
-	L = chol(A); X = L\(L'\B);
-else
-	% use matlab's generic solver
-	X = A\B;
-end