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Showing 1 to 7 of 7 for “"Diophantine Equation"”.

  1. A NOVEL LINEAR DIOPHANTINE EQUATION-BAESD LOW DIAMETER STRUCTURED PEER-TO-PEER NETWORK

    Rahimi, Shahriar2017

    … Peer-to-Peer (P2P) system. We have used Linear Diophantine Equation (LDE) as the mathematical base to realize the architecture. Note that all existing structured approaches use Distributed Hash Tables (DHT) and Secure Hash Algorithm (SHA) to realize their architectures. Use of LDE in designing …

    siu-theses Repository record

  2. Application Of Continued Fractions To The Diophantine Equation, X3+Y3+Z3+ T3=1

    Lawrence, John Allen

    mo-state Repository record

  3. Thue equations and related topics

    Akhtari, ShabnamUniversity of British Columbia2008

    … number of solutions to a family of quartic Thue equations. We also give an upper bound upon the number of solutions to a family of quartic Thue inequalities. Using the Thue-Siegel principle and the theory of linear forms in logarithms, an upper bound is given for general quartic Thue equations. …

    ubc Repository record

  4. Unification and equation solving in nilpotent groups and monoids

    Burke, Edmund KieranUniversity of Leeds1991

    Unification and equation solving have been considered for groups [44], semigroups [43], abelian groups [39] and abelian semigroups [25], [33], [68], [69]. In this thesis we consider partially commutative groups and monoids. Nilpotency provides us with a partial commutativity condition in the case …

    whiterose Repository record

  5. Algebraic synthesis methods for linear multivariable control systems

    Lampakis, Elisa GCity University1995

    … of interest - results to the study of matrix equations over rings , such as : A . X + B . Y = C , (X. A + Y . B =C) (1) A· X = B , (y. A = B) (2) A·X·B = C (3) A·X + Y·B = C, X·A + B·Y = C, A·X·B + C·Y·D = E (4) The main objective of this dissertation is to further investigate conditions for …

    city-london Repository record

  6. A Certain Class of Algebraic Hypersurfaces in Projective Space S.Invariant Under the Symmetric Substitution Group G(r+2)!

    Shreve, Darrell RheaUniversity of Illinois at Urbana-Champaign1938

    uiuc Repository record

  7. Základy kvadratických těles

    Ivičič, VojtěchVysoké učení technické v Brně. Fakulta strojního inženýrství

    Cílem práce je popsat základy kvadratických těles. Úvodní kapitoly jsou zaměřeny na aritmetiku celých čísel a polynomů. V hlavní části se zabýváme pojmem kvadratického tělesa, celým algebraickým číslům tohoto tělesa, Gaussovu tělesu a Gaussovým celým číslům. Závěr je věnován kvadratickým tělesům, …

    brno-tech Repository record