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Regular newsgroup contributor Peter Acklam posted this Remedy that utilizes sub2ind and linear indexing:

MATLAB offers plenty of adaptability into a consumer. Don't just this Device is offering the power, but it is also ideal for offering the ability for GUI programming. It means it supports to GUI functions and unique types can certainly be developed.

For that linprog function, MATLAB is more permissive by enabling the "a" and "b" inputs being either row or column vectors. Octave demands which they be column vectors.

This implies the alternatives you prompt may have benefits and drawbacks; so mention advantages in addition to disadvantages of executing the solution.

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Creating a cell variety of empty matrices With all the cell functionality is akin to assigning an empty matrix to the last index of a different cell array. Such as, these two statements are equal:

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will only function if rows and cols are scalar values. When they are vectors, There are several solutions It's important to complete the assignment effectively according to just what sort of assignment you are executing. As Jonas mentions in his reply, you are able to either assign values For each and every pairwise mix of indices in rows and cols, or you can assign values for every pair [rows(i),cols(i)].

The training course is very good.nnThe classes are well taught and exhibit common concepts. It is necessary to do investigation on the internet, to solve the assignments. This isn't a nasty factor in my perspective

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