Searching for "Lower Bounds for the Polynomial Calculus." – sorted by Relevance.
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Lower Bounds For The Polynomial Calculus
- , Basel 1998 computational complexity LOWER BOUNDS FOR THE POLYNOMIAL CALCULUS Alexander A. Razborov
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Lower Bounds for the Polynomial Calculus and the Gröbner Basis Algorithm
- @(email omitted); with subject 'help eccc' Lower Bounds for the Polynomial Calculus and the Groebner Basis Algorithm Russell
- Cited by 3 (1 self) – Add To MetaCart
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Lower Bounds for Polynomial Calculus: Non-Binomial Case
- Lower Bounds for Polynomial Calculus: Non-Binomial Case Michael Alekhnovich # , Alexander A
- Cited by 25 (8 self) – Add To MetaCart
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Linear Gaps Between Degrees for the Polynomial
- @(email omitted); Abstract This paper gives nearly optimal lower bounds on the minimum degree of polynomial calculus
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Linear Gaps between Degrees for the Polynomial Calculus Modulo Distinct Primes
- . The lower bounds apply to the polynomial calculus over fields or rings. These are the first linear lower
- Cited by 26 (9 self) – Add To MetaCart
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Linear Gaps Between Degrees for the Polynomial Calculus Modulo Distinct Primes
- . The lower bounds apply to the polynomial calculus over fields or rings. These are the first linear lower
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Lower bounds for a proof system with an exponential speed-up over constant-depth Frege systems
- formula would follow from n\Omega (1) lower bounds for the degree of polynomial calculus refutations
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Degree Complexity for a Modified Pigeonhole Principle
- in polynomial calculus can give us an exponential lower bound in resolution size. 5 Upper bounds
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On the Complexity of Propositional Proof Systems
- degree lower bound for a modified version of the Pigeon Hole Principle in Polynomial Calculus
- Cited by 2 (0 self) – Add To MetaCart
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Algebraic Models of Computation and Interpolation for Algebraic Proof Systems
- -trivial lower bounds for the polynomial calculus. During the refereeing process Razborov proved such a bound
- Cited by 22 (2 self) – Add To MetaCart

