More places with '

Source/CPlusPlus/EigenBounds.h

@@ -11,7 +11,7 @@ class Matrix_ps;
 class EigenBounds : public SolverBase {
 public:
   //! Compute a bounds on the minimum and maximum eigenvalue of a matrix.
-  //! Uses Gershgorin's theorem.
+  //! Uses Gershgorin theorem.
   //!\param matrix the matrix to compute the min/max of.
   //!\param min_ger_eig a lower bound on the eigenspectrum.
   //!\param max_ger_eig an uppder bound on the eigenspectrum.

Source/CPlusPlus/InverseSolvers.h

@@ -11,7 +11,7 @@ class Matrix_ps;
 class InverseSolvers : public SolverBase {
 public:
   //! Compute the inverse of a matrix.
-  //! An implementation of Hotelling's method.
+  //! An implementation of Hotelling method.
   //!\param Overlap the matrix to invert.
   //!\param InverseMat = Overlap^-1.
   //!\param solver_parameters parameters for the solver
@@ -24,7 +24,7 @@ class InverseSolvers : public SolverBase {
   static void DenseInvert(const Matrix_ps &Overlap, Matrix_ps &InverseMat,
                           const SolverParameters &solver_parameters);
   //! Compute the pseudoinverse of a matrix.
-  //! An implementation of Hotelling's method, with a different convergence
+  //! An implementation of Hotelling method, with a different convergence
   //! criteria.
   //!\param Overlap the matrix to invert.
   //!\param InverseMat = Overlap^-1.

Source/CPlusPlus/Polynomial.h

@@ -23,13 +23,13 @@ class Polynomial : public SolverBase {
   void SetCoefficient(int degree, double coefficient);
 
 public:
-  //! Compute A Matrix Polynomial Using Horner's Method.
+  //! Compute A Matrix Polynomial Using Horner Method.
   //!\param InputMat input matrix.
   //!\param OutputMat = p(InputMat)
   //!\param solver_parameters parameters for the solver
   void HornerCompute(const Matrix_ps &InputMat, Matrix_ps &OutputMat,
                      const SolverParameters &solver_parameters) const;
-  //! Compute A Matrix Polynomial Using Paterson and Stockmeyer's Method.
+  //! Compute A Matrix Polynomial Using Paterson and Stockmeyer Method.
   //!\param InputMat input matrix.
   //!\param OutputMat = p(InputMat)
   //!\param solver_parameters parameters for the solver

Source/Fortran/ConvergenceMonitorModule.F90

@@ -1,9 +1,9 @@
 !> A module for monitoring convergence of an iterative algorithim.
-!! In basic mode, we monitor that the last value isn't below the tight cutoff.
+!! In basic mode, we monitor that the last value is not below the tight cutoff.
 !! In automatic mode we monitor the following conditions:
-!! o The last value can't be negative
+!! o The last value can not be negative
 !! o The moving average is within an order of magnitude
-!! o The value isn't above the loose cutoff
+!! o The value is not above the loose cutoff
 MODULE ConvergenceMonitor
   USE DataTypesModule, ONLY : NTREAL
   USE LoggingModule, ONLY : EnterSubLog, ExitSubLog, WriteElement, &
@@ -149,7 +149,7 @@ FUNCTION CheckConverged(this, be_verbose) RESULT(conv)
     !! Automatic disabled
     conv = .TRUE.
 
-    !! First check that we've seen enough values to make a judgement.
+    !! First check that we have seen enough values to make a judgement.
     IF (this%nval .LT. SIZE(this%win_long)) conv = .FALSE.
 
     !! Compute Averages

Source/Fortran/EigenBoundsModule.F90

@@ -135,7 +135,7 @@ SUBROUTINE PowerBounds(this, max_value, solver_parameters_in)
        CALL ScaleMatrix(vector2, scale_value)
        CALL CopyMatrix(vector2, vector)
 
-       !! Aitken's Extrapolation
+       !! Aitken Extrapolation
        ritz_values(1) = ritz_values(2)
        ritz_values(2) = ritz_values(3)
        ritz_values(3) = max_value
@@ -154,7 +154,7 @@ SUBROUTINE PowerBounds(this, max_value, solver_parameters_in)
           aitken_values(3) = ritz_values(3)
        END IF
 
-       !! Check if Converged - pass the negative value because we're looking
+       !! Check if Converged - pass the negative value because we are looking
        !! for the largest eigenvalue value.
        CALL AppendValue(params%monitor,  &
             & - (aitken_values(3) - aitken_values(2)))

Source/Fortran/PSMatrixModule.F90

@@ -398,7 +398,7 @@ RECURSIVE SUBROUTINE ConstructMatrixFromMatrixMarket_ps(this, file_name, &
           OPEN(local_file_handler, file = file_name, iostat = ierr, &
                & status = "old")
           IF (ierr .NE. 0) THEN
-             CALL SetGenericError(err, TRIM(file_name) // " doesn't exist", &
+             CALL SetGenericError(err, TRIM(file_name) // " does not exist", &
                   & .TRUE.)
           END IF
           !! Parse the header.
@@ -600,7 +600,7 @@ RECURSIVE SUBROUTINE ConstructMatrixFromBinary_ps(this, file_name, &
        CALL ConstructError(err)
        CALL MPI_File_open(process_grid_in%global_comm, file_name, &
             & MPI_MODE_RDONLY, MPI_INFO_NULL, mpi_file_handler, ierr)
-       error_occured = CheckMPIError(err, TRIM(file_name)//" doesn't exist", &
+       error_occured = CheckMPIError(err, TRIM(file_name)//" does not exist", &
             & ierr, .TRUE.)
 
        !! General Sizes

Source/Wrapper/PolynomialSolversModule_wrp.F90

@@ -58,7 +58,7 @@ SUBROUTINE SetCoefficient_wrp(ih_this, degree, coefficient) &
     CALL SetCoefficient(h_this%DATA, degree, coefficient)
   END SUBROUTINE SetCoefficient_wrp
 !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
-  !> Compute A Matrix Polynomial Using Horner's Method.
+  !> Compute A Matrix Polynomial Using Horner Method.
   SUBROUTINE HornerCompute_wrp(ih_InputMat, ih_OutputMat, ih_polynomial, &
        & ih_solver_parameters) BIND(c,name="HornerCompute_wrp")
     INTEGER(kind=c_int), INTENT(IN)    :: ih_InputMat(SIZE_wrp)
@@ -79,7 +79,7 @@ SUBROUTINE HornerCompute_wrp(ih_InputMat, ih_OutputMat, ih_polynomial, &
          & h_polynomial%DATA, h_solver_parameters%DATA)
   END SUBROUTINE HornerCompute_wrp
 !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
-  !> Compute A Matrix Polynomial Using Paterson and Stockmeyer's method.
+  !> Compute A Matrix Polynomial Using Paterson and Stockmeyer method.
   SUBROUTINE PatersonStockmeyerCompute_wrp(ih_InputMat, ih_OutputMat, &
        & ih_polynomial, ih_solver_parameters) &
        & BIND(c,name="PatersonStockmeyerCompute_wrp")