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What is the problem for the following code?

2 visualizzazioni (ultimi 30 giorni)
PULAK Kumer
PULAK Kumer il 27 Nov 2020
Chiuso: MATLAB Answer Bot il 20 Ago 2021
clc; clear all; close all;
fprintf('\n************************************************************');
fprintf('\n*** Interpolation by Newtons Forward Difference Formula *'); fprintf('\n************************************************************'); n = input('\nEnter number of data points = '); h = input('\nEnter step size (h) = ') x(1) = input('\nx0 = '); y(1) = input('y0 = '); for i=2:n x(i)=x(i-1)+h; fprintf('\nX%d = %f',i,x(i)); fprintf('\t\tY%d: ',i); y(i) = input(''); end x_reqd = input('\nEnter X for which value of Y is sought: '); s=(x_reqd-x(1))/h; for i=1:n diff(i,1)=y(i); end %% Calculate Forward Differance Table for j=2:n for i=1:n-j+1 diff(i,j)=diff(i+1,j-1)-diff(i,j-1); end end fprintf('\n\t Forward Differance Table');
%% Print Forward Differance Table offset=1; for i=0:n*2-2 index=floor(i/2); fprintf("\t\t") if mod(i,2)==0 fprintf('\n %.6f',x(index+offset)); end if n>i j_max=i else j_max=n*2-i-1 end
for j=0:j_max
if mod(i,2)==mod(j,2)
fprintf('\t\t%.6f',diff(index-j/2+offset,j+offset));
end
end
end

Risposte (1)

Walter Roberson
Walter Roberson il 27 Nov 2020
h = input('\nEnter step size (h) = ') x(1) = input('\nx0 = ');
You need a comma or a semi-colon between those two commands.
Better yet would be to format your code with one command per line. Whitespace is free, but the cost of a human trying to figure out what your run-on code does is not free.
  5 Commenti
Walter Roberson
Walter Roberson il 27 Nov 2020
Change
fprintf('\t\t%.6f',diff(index-j/2+offset,j+offset));
to
fprintf('\t\t%.6f',diff(index-floor(j/2)+offset,j+offset));
Walter Roberson
Walter Roberson il 27 Nov 2020
By the way, my belief is that the original C code had bugs.
Difficult to be sure, though, due to the lack of documentation... it is always possible that it had strange design requirements and was manually optimized to fit those requirements, and so only looks like it has mistake piled on mistake.

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