Sorting by multiple keys
I have the below code with SheetName = “SS Colors”, and First, Second, Third,… equal to a string representation of a range such as First =”a5:a174″.
Reverse subarray of an array with O(1)
I have an idea how to implement sub array reverse with O(1), not including precalculation such as reading the input. I will have many reverse operations, and I can’t use the trivial solution of O(N).
Reverse subarray of an array with O(1)
I have an idea how to implement sub array reverse with O(1), not including precalculation such as reading the input. I will have many reverse operations, and I can’t use the trivial solution of O(N).
Reverse subarray of an array with O(1)
I have an idea how to implement sub array reverse with O(1), not including precalculation such as reading the input. I will have many reverse operations, and I can’t use the trivial solution of O(N).
How to create single integer index value based on two integers where first is unlimited?
I have table data containing an integer value X ranging from 1…. unknown, and an integer value Y ranging from 1..9
The data need to be presented in order ‘X then Y’.
Looking for monotonically increasing (integer) hash function
I’m looking for a HashFunction(X,Y: Integer): Integer that is monotonically increasing on X, then Y.
Is there any sorting algorithm which is not inherently sequential and is task distributable?
After googling for a couple hours, I came to a conclusion that all sorting algorithms are inherently sequential which can be data distributed but not task distributable.
Is there any sorting algorithm which is not inherently sequential and is task distributable?
After googling for a couple hours, I came to a conclusion that all sorting algorithms are inherently sequential which can be data distributed but not task distributable.
Is there any sorting algorithm which is not inherently sequential and is task distributable?
After googling for a couple hours, I came to a conclusion that all sorting algorithms are inherently sequential which can be data distributed but not task distributable.
Is there any sorting algorithm which is not inherently sequential and is task distributable?
After googling for a couple hours, I came to a conclusion that all sorting algorithms are inherently sequential which can be data distributed but not task distributable.