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    » Algorithms for Exponentiation in Finite Fields
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    FOCM
    2008
    77views more  FOCM 2008»
    Modular Counting of Rational Points over Finite Fields
    13 years 5 months ago
    Modular Counting of Rational Points over Finite Fields
    Download  math.uci.edu
    Let Fq be the finite field of q elements, where q = ph. Let f(x) be a polynomial over Fq in n variables with m non-zero terms. Let N(f) denote the number of solutions of f(x) = 0 ...
    Daqing Wan
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    ECCC
    2000
    93views more  ECCC 2000»
    Security of the Most Significant Bits of the Shamir Message Passing Scheme
    13 years 5 months ago
    Security of the Most Significant Bits of the Shamir Message Passing Scheme
    Download  www.ams.org
    Boneh and Venkatesan have recently proposed a polynomial time algorithm for recovering a "hidden" element of a finite field Fp of p elements from rather short strings of...
    Maria Isabel Gonzalez Vasco, Igor Shparlinski
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    JMLR
    2008
    230views more  JMLR 2008»
    Exponentiated Gradient Algorithms for Conditional Random Fields and Max-Margin Markov Networks
    13 years 5 months ago
    Exponentiated Gradient Algorithms for Conditional Random Fields and Max-Margin Markov Networks
    Download  www.stat.berkeley.edu
    Log-linear and maximum-margin models are two commonly-used methods in supervised machine learning, and are frequently used in structured prediction problems. Efficient learning of...
    Michael Collins, Amir Globerson, Terry Koo, Xavier...
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    TC
    2008
    109views Information Technology» more  TC 2008»
    Low-Complexity Bit-Parallel Square Root Computation over GF(2^{m}) for All Trinomials
    13 years 5 months ago
    Low-Complexity Bit-Parallel Square Root Computation over GF(2^{m}) for All Trinomials
    Download  eprint.iacr.org
    In this contribution we introduce a low-complexity bit-parallel algorithm for computing square roots over binary extension fields. Our proposed method can be applied for any type ...
    Francisco Rodríguez-Henríquez, Guill...
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    Publication
    519views
    The Finite Volume, Finite Difference, and Finite Elements Methods as Numerical Methods for Physical Field Problems
    12 years 3 months ago
    The Finite Volume, Finite Difference, and Finite Elements Methods as Numerical Methods for Physical Field Problems
    Download  docs.google.com
    I. Introduction II. Foundations A. The Mathematical Structure of Physical Field Theories B. Geometric Objects and Orientation 1. Space-Time Object...
    Claudio Mattiussi
    posted by claudio.mattiussi@gmail.com
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