文件名称:FAURE-SEQUENCE
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The Faure sequence looks like the Halton one, with two major differences:
• We choose the same base for all of our problem’s dimensions,
• We use a permutation of the vector composed of the elements for each dimension.
For a d-dimensional simulation, we take Van Der Corput sequence in base b, where b is the smallest prime number such that b ≥ d and we permute the terms-The Faure sequence looks like the Halton one, with two major differences:
• We choose the same base for all of our problem’s dimensions,
• We use a permutation of the vector composed of the elements for each dimension.
For a d-dimensional simulation, we take Van Der Corput sequence in base b, where b is the smallest prime number such that b ≥ d and we permute the terms
• We choose the same base for all of our problem’s dimensions,
• We use a permutation of the vector composed of the elements for each dimension.
For a d-dimensional simulation, we take Van Der Corput sequence in base b, where b is the smallest prime number such that b ≥ d and we permute the terms-The Faure sequence looks like the Halton one, with two major differences:
• We choose the same base for all of our problem’s dimensions,
• We use a permutation of the vector composed of the elements for each dimension.
For a d-dimensional simulation, we take Van Der Corput sequence in base b, where b is the smallest prime number such that b ≥ d and we permute the terms
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FAURE SEQUENCE.pdf