Write Algorithm for Interchange Base Points Input : a group G; a base [131,132 ..... 13k] for G and a strong generating set; an integer j between 1 and k-l; Output : a base B = [131,132 ..... 13j-1, 13L.+1, 13j, 13j+2, 13j+3 ..... 13k] for G; a strong generating set relative to B; procedure interchange( var B : sequence of points; vat S : set of elements; j : 1..k-1 ); (* Given a base B = [131,132 ..... 13~] and a strong generating set S of G, return the base obtained by interchanging 13j and 13j+1, and return a strong generating set relative to the new base. *)

Q: Function [R] = STORER (JB, JE, NGJT, NDOF, NSC, Q₁ AMARE Start Subroutine STORER 1=1+1 Arguments:…

A: The implementation of the above flowchart is as follows: function [R] = STORER( JB, JE, NCJT, NDOF,…

Q: Write Algorithm for Schreier-Sims Method stripping Schreier Generators Input : a set S of generators…

A: procedure Schreier-Sims( var B : partial base; var S : set of elements; i : integer; T : set of…

Q: Algorithm to Interchange Base Points Input : a group G; a base [131,132 ..... 13k] for G and a…

A: procedure interchange( var B : sequence of points; vat S : set of elements; j : 1..k-1 );(* Given a…

Q: Consider the set F = {1, −1, i, −i} with an operation ✕ defined by the table. ✕ 1 −1 i −i 1 1 −1…

A: Given Data : Table of operations : X 1 -1 i -i 1 1 -1 i -i -1 -1 1 -i i i i -i -1 1 -i -i…

Q: Algorithm for: Interchange Base Points Input : a group G; a base [131,132 ..... 13k] for G and a…

A: Given a base B = [131,132 ..... 13~] and a strong generating set S of G, return the base obtained by…

Q: Implement Algorithm  : Miniature Search Input : a group G; a base [111,112 ..... 1]k] for G and a…

A: Given data :-   Input : a group G;   a base [111,112 ..... 1]k] for G and a strong generating set;…

Q: Algorithm for Exchange Base Points A powerful generating set relative to B is outputted as a base B…

A: procedure interchange( var B : sequence of points;vat S : set of elements;j : 1..k-1 );(* Given a…

Q: Implement Algorithm  : Miniature Search Input : a group G; a base [111,112 ..... 1]k] for G and a…

A: Given data :- Input : a group G; a base [111,112 ..... 1]k] for G and a strong generating set; an…

Q: Write algorithm GetFact(s, i)  pre-cond: s is a string of tokens and i is an index that indicates…

A: Given data: pre-cond: s is a string of tokens and i is an index that indicates a starting point…

Q: Consider the following problem on a dictionary of n words, W1 ... Wn, each with exactly k…

A: GIVEN:

Disjoint set forest

The concept of the disjoint set forest was introduced by Bernard A. Galler and Michael J. Fischer in 1964. The disjoint set forest is a method of implementing disjoint sets quickly. In the disjoint-set forest, each tree member points only to its parent. The root of every tree includes its representative and its parent. The disjoint set forest is a special kind of forest that performs Union and Find operations in near-constant amortized time.