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Electronic Colloquium on Computational Complexity

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REPORTS > KEYWORD > TORUS POLYNOMIALS:
Reports tagged with torus polynomials:
TR21-031 | 3rd March 2021
Vaibhav Krishan

Upper Bound for Torus Polynomials

We prove that all functions that have low degree torus polynomials approximating them with small error also have $MidBit^+$ circuits computing them. This serves as a partial converse to the result that all $ACC$ functions have low degree torus polynomials approximating them with small error, by Bhrushundi, Hosseini, Lovett and ... more >>>




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