In place — where it appears
Named by 2 essays across 2 fields — each of them below, with the objects they name alongside it.
Measuring what an algorithm keeps
Four counters measure what an algorithm does and none of them measures what it holds. An in-place sort and an out-of-place one with identical comparison counts are different algorithms, and until this phase the site had no way to say so. Two primitives close the gap, and the second of them counts something no array counter can ever see.
In place is a claim, and it is usually wrong about quicksort
Heapsort holds one slot at its peak. Quicksort holds twenty-two at n = 4,096 on random input and 4,097 on a sorted one. Merge sort holds 4,110. All three are described with the same two words, one of the three descriptions is false, and the false one is the algorithm the phrase is most often attached to.
Named alongside it
The objects these essays reach for when they reach for this one.
Auxiliary spaceQuicksortRecursion depthAllocatorComparison countCost modelGuaranteeInstrumentationPartitionPeak and totalPivotRotation