Problem 44258. Outer product of multiple vectors
In tensor algebra, it is often useful to define a tensor as a product of lower order tensors. Similarly, a multidimensional array T might be defined as an outer product of vectors, where a given element is defined by
T(i,j,k) = A(i)*B(j)*C(k);
Create a function outerProduct that accepts any number of row or column vectors and calculates their outer product. For the above example,
T = outerProduct(A,B,C);
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1 Comment
David Verrelli
on 17 Jan 2018
The final test may not be the ideal choice, as the answer, with expected value around 50¹⁰⁰⁰ ~ 10¹⁶⁹⁹, becomes "Inf" almost certainly. Also there are no outputs of dimension>2 required by the Test Suite.
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Matrix Patterns III
- 12 Problems
- 47 Finishers
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- Dice face matrix!
- Produce the following matrix
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- Create a square matrix with given conditions
- create a square matrix
- Tent matrix
- Vandermonde Matrix
- Union Jack Matrix
- Make a rainbow matrix (follow-up to checkerboard matrix)
- Diagonal Pattern
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