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REPORTS > KEYWORD > LOG PRODUCT:
Reports tagged with log product:
TR15-181 | 13th November 2015
Neeraj Kayal, Chandan Saha, Sébastien Tavenas

On the size of homogeneous and of depth four formulas with low individual degree

Let r \geq 1 be an integer. Let us call a polynomial f(x_1, x_2,\ldots, x_N) \in \mathbb{F}[\mathbf{x}] as a multi-r-ic polynomial if the degree of f with respect to any variable is at most r (this generalizes the notion of multilinear polynomials). We investigate arithmetic circuits in which the output ... more >>>




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