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An exponential lower bound for depth 3 arithmetic circuits

An Exponential Lower Bound for Depth 3 Arithmetic Circuits, pp.577-582, (1999)

Cited: 98|Views22
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Abstract

We prove the first exponential lower bound onthe size of any depth 3 arithmetic circuit withunbounded fanin computing an explicit function(the determinant) over an arbitrary finitefield. This answers an open problem of [N91]and [NW95] for the case of finite fields. Weintepret here arithmetic circuits in the algebraof polynomials over the...More

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