How to calculate the distance between matrixes

Is it possible to determine the Euclidean distance between two matrices with different lengths?

%//// Ex: 
I1 = [4, 3, 5, 2, 4]
I2 = [4, 3, 6]

The length of I1 is 5, but the length of I2 is 3. So is it possible to calculate the Euclidean distance??

Thank you

[Andrew Newell]

A Euclidean distance is between two points in the same space. Here we have points in a five-dimensional space and a three-dimensional space. To make the idea of Euclidean distance meaningful, you'd have to do something like add two zeros to I2.

Answer 1

[Jan]

No. The Euclidean distance requires vectors with the same number of elements.

You can define a new distance, which fills elements with zeros (but then decide, if the vector is padded on the left or the right).

Perhaps you want something like FEX: distance2curve or the Levenshtein distance between words.

What is the wanted output for the shown 2 vectors?