Author: Alexander OppenheimPublisher:
ISBN:
Category : Forms, Quadratic
Languages : en
Pages : 76
Book Description
The Minima of Indefinite Quaternary Quadratic Forms ...
Author: Alexander OppenheimPublisher:
ISBN:
Category : Forms, Quadratic
Languages : en
Pages : 76
Book Description
On the Minima of Indefinite Binary Quadratic Forms
Author: Mary Flahive GburPublisher:
ISBN:
Category : Forms, Quadratic
Languages : en
Pages : 654
Book Description
The Inhomogenous Minima of Indefinite Binary Quadratic Forms
Author: Edith Jane PitmanAsymmetric and one-sided minima of indefinite binary quadratic forms
Author: Åke LindgrenAsymmetric and One-sided Minima of Indefinite Binary Quadratic Forms
Author: Åko LindgrenThe Inhomogeneous Minimum of Indefinite Binary Quadratic Forms with Integer Coefficients
Author: Amikam ZurOn the First Inhomogeneous Minimum of Indefinite Binary Quadratic Forms and Euclid's Algorithm in Real Quadratic Fields
Author: Veikko EnnolaOn the First Inhomogeneous Minimum of Indefinite Binary Quadratic Forms and Euclid's Algorithm in Real Quadratic Fields
Author: On the First Inhomogenous Minimum of Indefinite Binary Quadratic Forms and Euclid's Alogorithm in Real Quadratic Fields
Author: Veikko EnnolaStudies in the Theory of Numbers
Author: Leonard Eugene DicksonPublisher: Chelsea Publishing Company, Incorporated
ISBN:
Category : Forms, Quadratic
Languages : en
Pages : 264
Book Description
Pt. I. Arithmetic of ternary quadratic forms. Quadratic forms in n variables -- Introduction to ternary quadratic forms; universal forms -- Representation of binary forms by ternary forms -- Equivalence of indefinite, ternary, quadratic forms -- Genera and representation of numbers -- Quadratic Diophantine equations -- pt. II. Minima of indefinite quadratic forms. Minima of indefinite, binary quadratic forms -- Minima of indefinite, ternary, quadratic forms -- Minima of indefinite, quaternary, quadratic forms -- Tabulation of reduced, integral, ternary, quadratic forms which are indefinite, but not zero forms -- pt. III. Miscellaneous investigations of quadratic forms. Reduced, positive, quadratic forms; their minima -- Universal, zero, quadratic forms -- Number of representations as a sum of 5, 6, 7, or 8 squares.