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Relations on sets: Reflexivity, symmetry, transitivity, anti-symmetricity, equivalence, partial order, etc..
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https://www.youtube.com/watch?v=quhkuk9uSlg&list=PLUVnh0w_cCjJ50vH6505Bk7Zv-2f8rltw&index=4

Relations on Set || Types of Relations || Reflexive || Symmetric || Theory of Computation || L-4 This video covers the concepts of Relations on set. A binary relation is a subset of the cartesian product of two sets. Relation includes only those tuples f...

Learn all classical sorting methods at single place with explanation, Algorithm, Complexity analysis, , Example, Simulation, Application, Limitations, Properties and Comparisons. Click to read
https://codecrucks.com/bubble-sort/
https://codecrucks.com/selection-sort/
https://codecrucks.com/insertion-sort/
https://codecrucks.com/heap-sort/
https://codecrucks.com/shell-sort/
https://codecrucks.com/merge-sort/
https://codecrucks.com/quick-sort/
https://codecrucks.com/counting-sort/
https://codecrucks.com/radix-sort/
https://codecrucks.com/bucket-sort/

It is linear time sorting technique. It organizes data based on digit position, beginning with the LSB and progressing to the MSD.

Radix Sort Another linear time technique is radix sort. It organizes data based on digit position, beginning with the least significant digit and progressing to the most significant digit. Keys are sorted on the i-th digit in each iteration i. The name comes from the way algorithm works. It sorts the elements

Counting sort is an integer sorting algorithm. It sorts data based on the frequency of the elements. This is a linear-time algorithm and beats popular algorithms such as merge sort, quick sort, insertion sort etc.

Counting Sort Counting sort is quite old sorting method. It was introduced by Harold Seward in 1954. It is non comparison based, non in-place sorting algorithm. It sorts data based on the frequency of the elements. it is an integer sorting algorithm. Assumption: Input to the algorithm is non negative integers