How can I multiply a vector by a scaling value with a loop?

조회 수: 3 (최근 30일)
Paola
Paola 2022년 2월 18일
댓글: Jan 2022년 2월 18일
Hi I have a vector A (1x200) and I want to multiply it for a scaling factor of 0.2 for 10 times. I would like to obtain a matrix B(10x200) where each row is the scaled vector?
thanks

답변 (1개)

Jan
Jan 2022년 2월 18일
편집: Jan 2022년 2월 18일
A = rand(1, 100);
S = 0.2 .^ (1:10).';
B = S .* A;
A smaler example:
A = rand(1, 4)
A = 1×4
0.3654 0.1529 0.0723 0.4163
S = 0.2 .^ (1:3).'
S = 3×1
0.2000 0.0400 0.0080
B = S .* A
B = 3×4
0.0731 0.0306 0.0145 0.0833 0.0146 0.0061 0.0029 0.0167 0.0029 0.0012 0.0006 0.0033
  댓글 수: 3
Voss
Voss 2022년 2월 18일
편집: Voss 2022년 2월 18일
I believe that is what @Jan's answer does (using 5 elements here instead of 100 for ease of display):
A = rand(1, 5);
S = 0.2 .^ (1:10).';
B = S .* A;
format long
disp(A);
0.928773205480852 0.372047849369982 0.597515763533504 0.191352119560953 0.541467764860118
disp(B);
0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.037150928219234 0.014881913974799 0.023900630541340 0.007654084782438 0.021658710594405 0.007430185643847 0.002976382794960 0.004780126108268 0.001530816956488 0.004331742118881 0.001486037128769 0.000595276558992 0.000956025221654 0.000306163391298 0.000866348423776 0.000297207425754 0.000119055311798 0.000191205044331 0.000061232678260 0.000173269684755 0.000059441485151 0.000023811062360 0.000038241008866 0.000012246535652 0.000034653936951 0.000011888297030 0.000004762212472 0.000007648201773 0.000002449307130 0.000006930787390 0.000002377659406 0.000000952442494 0.000001529640355 0.000000489861426 0.000001386157478 0.000000475531881 0.000000190488499 0.000000305928071 0.000000097972285 0.000000277231496 0.000000095106376 0.000000038097700 0.000000061185614 0.000000019594457 0.000000055446299
The first row of B is 0.2*A, and each successive row is 0.2 times the previous row.
If you want 10 copies of 0.2*A instead, you can say:
B = repmat(0.2*A,10,1);
disp(B);
0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024 0.185754641096170 0.074409569873996 0.119503152706701 0.038270423912191 0.108293552972024
Jan
Jan 2022년 2월 18일
@Paola : I've inserted a small example. If this does not do, what you need, explain the difference. Give e.g. a small example of what you need instead.
What exactly does this mean: "multiply it for a scaling factor of 0.2 for 10 times"?

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