Given a matrix, m-by-n, find all the rows that have the same "increase, decrease, or stay same" pattern going across the columns as the first row does. Do not list the row as a match to itself.
Example:
Input a = [1 2 3 0
5 6 7 9
2 7 8 7]
Output b is 3since the third column follows the increase-increase-decrease pattern used in vector a.
Not column, but row wise.
this is actually pretty fun
amazing:)
I'm not proud of this solution, the scoring system is clearly flawed.
Seems like the filter preventing abuse of @eval needs some work!
Nice! I learned something from you.
This solution is wrong. It detects a common patten among any two rows and not just the first row and other rows.
What is the point?
Remove all the words that end with "ain"
925 Solvers
Least common multiple of many numbers
154 Solvers
The Hitchhiker's Guide to MATLAB
2560 Solvers
164 Solvers
384 Solvers