Backtrack Search Using First in Orbit Algorithm 1 Input: a group G with a basis B=[I, 2..... k] and a strong generating set S; a decidable property P with elements that form a subgroup; Output: a strong generating set relative to B for the subgroup K =H(P); procedure search(G: group; P: property; s: 1..k+l; var K: group);

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Q: Write Algorithm for Enumerating All Base Images Input : a permutation group G; a base and strong…

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Q: Algorithm for Backtrack Search using First in Orbit Input : a group G with a base B=[~I, ~2 .....…

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Q: Algorithm for Backtrack Search Using Shortened Base Images Input : a group G with a base B=[131,132…

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Q: Backtrack Search Using First in Orbit Algorithm 1 Input: a group G with a basis B=[I, 2..... k] and…

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Q: Algorithm for Backtrack Search Using Shortened Base Images Input : a group G with a base B=[131,132…

A: Introduction procedure search( G : group; P : property; s : 1..k+l; 1 : 1..k+l; varK : group ); (*…

Q: Algorithm implement to  Backtrack Search Using Shortened Base Images Input : a group G with a base…

A: proeeduregenerate( G : group; P : property; s : 1..k+l; l  9 1..k+l; i : 1..k+l; [71, 72 ..... 7i-1…