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TaskTest.m File Reference
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Functions |
| for each there | are (polort+1) paramters in the baseline model fprintf(1 |
| id | are: (id n) |
| | for (i=1:1:N_tasks) |
| | fprintf (1,'No.%i task vector= ', i) |
| | tasktest (i).name |
| | for (j=1:1:N_basis) |
| | mtrx (i,(i-1)*N_basis+j+(polort+1)*N_runs) |
Assign one for each basis
function of every task | mtrx ((i-1)*N_basis+j,(i-1)*N_basis+j+(polort+1)*N_runs) |
| | for (k=1:1:(polort+1)*N_runs+N_basis *N_tasks+N_base) |
| | fprintf (1, '%g', mtrx((i-1)*N_basis+j, k)) |
| | fprintf (fid, '%g ', mtrx((i-1)*N_basis+j, k)) |
| end | fprintf (fid, '\n') |
| end | fprintf (1, '%g', mtrx(i, k)) |
| | fprintf (fid, '%g ', mtrx(i, k)) |
| end | fprintf (1, '\n') |
| | fclose (fid) |
Variables |
| | function [err, tasktest] |
Bethesda Maryland Define the
function name for easy referencing | FuncName = 'TaskTest' |
| Debug Flag | DBG = 1 |
| initailize return variables | err = 1 |
Create a matrix so that dDeconvolve
uses for regressor test | mtrx = zeros(N_tasks, (polort+1)*N_runs+N_basis*N_tasks+N_base) |
| for each | run |
| | fid = fopen(tasktest(i).name, 'w') |
| | return |
Function Documentation
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Variable Documentation
| fid = fopen(tasktest(i).name, 'w') |
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| Bethesda Maryland Define the function name for easy referencing FuncName = 'TaskTest' |
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Initial value: TaskTest (N_runs, polort, N_basis, N_tasks, Task, N_base)
%
% [err,] = ContrTest ()
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%Purpose:
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% Generate matrix for the -glt option in 3dDevolve
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%Input Parameters:
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%Output Parameters:
% err : 0 No Problem
% : 1 Problems
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%Key Terms:
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%More Info :
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% Author : Gang Chen
% Date : Mon Jul 21 18:25:31 EDT 2003
% SSCC/NIMH/ National Institutes of Health
Definition at line 1 of file TaskTest.m. |
