activity
20022017
most citedThree complete deterministic polynomial algorithms for 3SAT

1 citations · 1 across the 12 of their papers we have counts for

collaborators

12 papers

cs.DM2017

Factoring Odd Integers without Multiplication and Division

Charles Sauerbier

A method of determining two factors of an odd integer without need of multiplication or division operation in iterative portion of computation is presented. It is feasible for an i…

cs.DM2016

Prime Factoring and The Complexity Of

Charles Sauerbier

A difference equation based method of determining two factors of a composite is presented. The feasibility of P-complexity is shown. Presentation of material is non-theoretical; in…

cs.DM2010

A Polynomial Diophantine Generator Function for Integer Residuals

Charles Sauerbier

Two Diophantine equation generator function for integer residuals produced by integer division over closed intervals are presented. One each for the closed intervals [1,Floor(n^0.5…

cs.DS2010

Computing a Frobenius Coin Problem decision problem in O(n^2)

Charles Sauerbier

Expanding on recent results of another an algorithm is presented that provides solution to the Frobenius Coin Problem in worst case O(n^2) in the magnitude of the largest denominat…

cs.DS2009

Computing a Discrete Logarithm in O(n^3)

Charles Sauerbier

This paper presents a means with time complexity of at worst O(n^3) to compute the discrete logarithm on cyclic finite groups of integers modulo p. The algorithm makes use of reduc…

cs.CR2009

Discovery of Elliptic Curve Cryptographic Private Key in O(n)

Charles Sauerbier

An algorithm is presented that in context of public key use of Elliptic Curve Cryptography allows discovery of the private key in worst case O(n).