Algorithm for minimizing (s[i]-s[j]+d)/(i-j)
The problem is based on a leetcode contest problem (https://doocs.github.io/leetcode/en/lc/3281/). One can reduce it to following problem: let s be a sorted array and d be an positive integer, minimize (s[i]-s[j]+d)/(i-j). In which i>j.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Some questions about my tentative attempt to improve the sorting algorithms [closed]
Closed 13 hours ago.
Algorithm to keep elements at k distance apart while maintaining relative ranking
I have a list of items(id,type,rank). The list is sorted on rank.
Selecting 2 largest elements out of 4, preserving order
I need an efficient way to select 2 largest integers from array of 4, preserving the order.
E.g. 1,4,3,5 -> 4,5; 1,5,3,4 -> 5,4