Error using ==> mpower At least one operand must be scalar in mod operation

hi all, i need ur little help here. i use this code
d=18;
n=19;
x=3;
d1=dec2bin(d);
r=1;
for i=1:length(d1)
r=mod((r^r),n);
if (d1(i)>=1)
r=r*(mod(x,n));
end
end
it's return this error: ??? Error using ==> mpower At least one operand must be scalar.
Error in ==> geje at 26
r=mod((r^r),n);
i don't know where is my mistake?? hope your solution

回答(4 个)

That code is working without any error and there's no line 26 in it
i'am sorry it's should be line 7.
but in my matlab it's return error.
any idea why my code return: error using ==> mpower At least one operand must be scalar. ?
what the meaning of this error?

2 个评论

Run the code like this and see what appears on the command line
d=18;
n=19;
x=3;
d1=dec2bin(d);
r=1;
for i=1:length(d1)
r
n
r=mod((r^r),n)
if (d1(i)>=1)
r=r*(mod(x,n));
end
end
i give up with this code so i try another way and it's work.
thank you for your support

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There is more going on here than you say, because the code you pasted could not possibly have that error. The variable 'r' is a scalar going into the loop. Since 'x' and 'n' (both scalars) don't change in the loop, mod(x,n) is always 3. So the only way 'r' is changed, besides the line in question, is possibly by a factor of 3. A scalar multiplied by 3 is always a scalar, and so 'r' has no chance of not being a scalar. Since both operands passed to MPOWER are scalar, there can be no error.
Thus the code you show couldn't possibly have this error, assuming you haven't masked any built-in functions. So what have you left out of your post?
And by the way, please don't post new 'answers' when you are responding to an answer given by someone else. Instead, put a comment on their answer by clicking the "Comment on this Answer" link.

1 个评论

i'm sorry to post new 'answers' .
and it solve i think, i give up with this code so i try another way and it's work.
thank you for your support

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r^r is an error if r is not a scalar.
MATLAB knows how to raise a square matrix to a scalar power, and knows how to raise a scalar to a matrix power, but MATLAB cannot raise a matrix to a matrix power.

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