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REPORTS > AUTHORS > RANI HOD:
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TR08-080 | 3rd July 2008
Ido Ben-Eliezer, Rani Hod, Shachar Lovett

Random low degree polynomials are hard to approximate

Revisions: 1

We study the problem of how well a typical multivariate polynomial can be approximated by lower degree polynomials over $\F$.
We prove that, with very high probability, a random degree $d$ polynomial has only an exponentially small correlation with all polynomials of degree $d-1$, for all degrees $d$ up to ... more >>>




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