From d2a4d0f781522b8ed9dcac9c6a0c6f6947dfd26f Mon Sep 17 00:00:00 2001 From: TCallaghan2 <149170121+TCallaghan2@users.noreply.github.com> Date: Tue, 9 Jul 2024 18:11:23 -0700 Subject: [PATCH] Documentation Cleanup --- SRC/ScallopRecruit.f90 | 7 --- UKsrc/RandomField.f90 | 126 ------------------------------------- UKsrc/UniversalKriging.f90 | 2 - UKsrc/aaaUKOrder.f90 | 1 - UKsrc/makefile | 1 - docs/GeoSAMS-GUI.pdf | Bin 0 -> 1455666 bytes docs/GeoSAMS-Growth.pdf | Bin 0 -> 2805241 bytes docs/GeoSAMS-UK.pdf | Bin 0 -> 1539788 bytes 8 files changed, 137 deletions(-) delete mode 100644 UKsrc/RandomField.f90 create mode 100644 docs/GeoSAMS-GUI.pdf create mode 100644 docs/GeoSAMS-Growth.pdf create mode 100644 docs/GeoSAMS-UK.pdf diff --git a/SRC/ScallopRecruit.f90 b/SRC/ScallopRecruit.f90 index 236d76e..25de675 100644 --- a/SRC/ScallopRecruit.f90 +++ b/SRC/ScallopRecruit.f90 @@ -8,13 +8,6 @@ !> !> Within the Population Dynamics portion !> -!> -!> @subsection Rsubsec1 Implementation of random recruitment -!> Spatial fields of recruitment are generated by the software located in directory "~/UKsrc". The output files, -!> such as: "KrigingEstimates/SimDNYYYY/RandomFieldxx.txt" contain @f$n_{nodes}@f$ vectors of independent -!> random fields conditioned on survey observations from "Data/RecruitsYYYYDN.csv", -!> where xx runs from @f$1@f$ to @f$N_{rand}@f$ and @f$year@f$ 1979 to 2018. -!> !> @subsection Rsubsec2 Interpolation Algorithm !> The interpolation of recruit data is carried out with a Universal Kriging (UK) algorithm allowing for sampling from !> the posterior distribution. diff --git a/UKsrc/RandomField.f90 b/UKsrc/RandomField.f90 deleted file mode 100644 index cef2ebb..0000000 --- a/UKsrc/RandomField.f90 +++ /dev/null @@ -1,126 +0,0 @@ -!-------------------------------------------------------------------------------------------------- -!> @page page4 Random Fields -!> -!> -!-------------------------------------------------------------------------------------------------- -! Keston Smith, Tom Callaghan (IBSS) 2024 -!-------------------------------------------------------------------------------------------------- -module Random_Field_Mod - -use globals -implicit none - - -CONTAINS - -!-------------------------------------------------------------------------------------------------- -!! Purpose: Generate independent standard normal samples in a (n x m) matrix (R) -!> -!> Inputs: -!> - n (integer) number of rows in R -!> - m (integer) number of columns in R -!> -!> Outputs: -!> - R (real(dp)) Size (num_points x mm) matrix of independent standard normal random variables -!> -!> The algorithm uses the Box Muller transformation to compute independent -!> standard normal numbers from uniform random numbers generated by the -!> intrinsic subroutine random_number( ). For refrence see: -!> -!> Box, G. E. P.; Muller, Mervin E. (1958). "A Note on the Generation of -!> Random Normal Deviates". The Annals of Mathematical Statistics. 29 -!> (2): 610–611. doi:10.1214/aoms/1177706645. JSTOR 2237361 -!> -!> @author Keston Smith (IBSS corp) June-July 2021 -!-------------------------------------------------------------------------------------------------- -subroutine IndStdNRV(n, m, R) -integer, intent(in)::n, m -real(dp), intent(out)::R(n,*) -real(dp), allocatable:: U1(:,:), U2(:,:) -allocate( U1(1:n, 1:m), U2(1:n, 1:m) ) -call random_number(U1) -call random_number(U2) -R(1:n, 1:m) = sqrt ( - 2.0D0* log ( U1(1:n, 1:m) ) ) * cos ( 2.0D0 * pi * U2(1:n, 1:m) ) -deallocate(U1, U2) -end subroutine - -!-------------------------------------------------------------------------------------------------- -!! Generate random sample from a multivariate gaussian distribution N(mu, C) -!> where mu is the distribution mean C is the covariance. The number of -!> independent samples drawn is Nsample which are stored in the columns of X. -!> -!> Inputs: -!> - nndim (integer) Leading dimentsion of C and X -!> - num_points (integer) Length of mu / dimension of random variable -!> - Nsample (integer) Number of Samples to draw from N(mu, C) -!> - mu (real(dp)) Length num_points vector, mean of the distribution -!> - C (real(dp)) Size (num_points x num_points) Covariance matrix of the distribution -!> -!> Outputs: -!> - X (real(dp)) Size (num_points x Nsample) independent random samples drawn from N(mu, C) -!> -!> Requires: LAPACK and BLAS libraries for Cholesky factorization of C and matrix vector multiplication. -!> -!> INFO is INTEGER -!> = 0: successful exit -!> < 0: if INFO = -i, the i-th argument had an illegal value -!> > 0: if INFO = i, the leading minor of order i is not positive definite, -!> and the factorization could not be completed. -!> -!> @author Keston Smith (IBSS corp) June-July 2021 -!-------------------------------------------------------------------------------------------------- -subroutine RandomSampleF(nndim, num_points, Nsample, mu, C, X) -integer, intent(in) :: nndim, num_points, Nsample -real(dp), intent(in) :: mu(*), C(nndim,*) -real(dp), intent(out)::X(num_points,*) -real(dp), allocatable::R(:,:), S(:,:) -real(dp) atmp, btmp -integer j, k, info -allocate( R(1:num_points, 1:Nsample), S(1:num_points, 1:num_points)) -! -! S<-C for cholesky decomposition -! -S(1:num_points, 1:num_points)=C(1:num_points, 1:num_points) -! -! S<-Cholesky(C) so that C = S * S^T -! -! Maybe replace with https://gist.github.com/t-nissie/6386f1acc19cd38af621 -! -call dpotrf('L', num_points, S, num_points, info ) -if (info .NE. 0) then - write(*,*) term_red, 'dpotrf in RandomSample: info =', info , term_blk - stop 1 -endif - -! -! set upper triangular portion of S to 0. -! -do k=1, num_points-1 - S(k, k+1:num_points)=0. -enddo - -atmp=1. -btmp=0. -! -! R <- (num_points x Nsample) independent standard normal random numbers R ~ N(0, I(num_points)) -! -call IndStdNRV(num_points, Nsample, R) -! -! X <- S * R, X ~ N(0, C) -! -call dgemm('N', 'N', num_points, Nsample, num_points, atmp, S, num_points, R, num_points, btmp, X, num_points ) -!X(1:num_points, 1:Nsample) = matmul(S(1:num_points, 1:num_points), R(1:num_points, 1:Nsample) - - - -! -! X <- mu + X, X ~ N(mu, C) -! -do j=1, Nsample - X(1:num_points, j)=mu(1:num_points)+X(1:num_points, j) -enddo - -deallocate(R, S) -end subroutine - -end module Random_Field_Mod \ No newline at end of file diff --git a/UKsrc/UniversalKriging.f90 b/UKsrc/UniversalKriging.f90 index c36b410..5a1f204 100644 --- a/UKsrc/UniversalKriging.f90 +++ b/UKsrc/UniversalKriging.f90 @@ -11,8 +11,6 @@ !> @subsection m0p1p1 UK Configuration File !> !> This file is specified on the command line. It has the following parameters -!> * High Limit Factor -!> * Number of Random Fields !> * Kriging variogram form !> * Log Transform !> * Power Transform Parameter diff --git a/UKsrc/aaaUKOrder.f90 b/UKsrc/aaaUKOrder.f90 index 6df96df..a0afde9 100644 --- a/UKsrc/aaaUKOrder.f90 +++ b/UKsrc/aaaUKOrder.f90 @@ -1,6 +1,5 @@ !> @page page1 Kriging Routines !> @page page2 Non Linear Spatial Functions, NLSF !> @page page3 Linear Spatial Functions, LSF -!> @page page4 Random Fields !> @page page5 Grid Manager ! This file is strictly used to establish doxygen page order in Word or LaTex outputs instead of alphabetical \ No newline at end of file diff --git a/UKsrc/makefile b/UKsrc/makefile index 24b0c73..7749135 100644 --- a/UKsrc/makefile +++ b/UKsrc/makefile @@ -18,7 +18,6 @@ FC = gfortran #FFLAGS = -Wall -std=f95 -fall-intrinsics -O3 -mcmodel=medium -funroll-all-loops -ffast-math -msse -msse2 -m3dnow -m64 FFLAGS = -Wall -std=f95 -fall-intrinsics -O3 -funroll-all-loops -ffast-math -m64 - # For debug use these flags #FFLAGS = -g -Wall -std=f95 -fall-intrinsics -fbounds-check diff --git a/docs/GeoSAMS-GUI.pdf b/docs/GeoSAMS-GUI.pdf new file mode 100644 index 0000000000000000000000000000000000000000..078b0a06666887e73c9ad17f146f3cfa60fab9db GIT binary patch literal 1455666 zcmdpf2Y6IP+cqdDRZ$cLRN^bul58*Z00ARCp%;-7Ith@3q99U4qzKYf5U~J?pd!se zQ4lLlR8Z#4dSYH@7;A^R@&frceS|MwTq>t_h1+K zE?-==lQ$SJ{s%j`TrM|z>E!Ym|6Q&|>?Mu8WU!Z1_L9h6nnrfXrLEcF#gwr= 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