Number Theory with an Emphasis on the Markoff Spectrum Lecture Notes in Pure and Applied Mathematics Series
Coordonnateur : Pollington Andrew
Date de parution : 08-2017
17.8x25.4 cm
Thème de Number Theory with an Emphasis on the Markoff Spectrum :
Mots-clés :
Algebraic Independence; continued; Hecke Operators; fraction; Markoff Spectrum; algebraic; Finite Orbit; diophantine; Closed Geodesics; approximation; Continued Fraction; quadratic; Minimal Polynomial; form; Hyperbolic Geometry; expansions; Linear Fractional Transformations; positive; Continued Fraction Expansions; integer; Commutator Subgroup; Arthur Baragar; Continued Fraction Algorithm; David W; Boyd; Pell Equation; Gavin Brown; Diophantine Approximation; Qing-He Yin; Partial Quotients; Richard T; Bumby; Fuchsian Group; Edward B; Burger; Algebraic Number; Deanna M; Caveny; Elliptic Curve; Deanna Caveny; Hall’s Ray; Robert Tubbs; Conjugacy Classes; Jasbir Chahal; Modular Surfaces; Harry D'Souza; Ergodic Theorem; Harvey Cohn; Lebesgue Measure; David J; Crisp; Fundamental Domain; William Moran; Theta Series; T; W; Cusick; W; Moran; A; D; Pollington; D; A; Goldston; Andrew Haas; Joseph Lehner; Bradford F; Lyon; G; Myerson; Melvyn B; Nathanson; Andrew D; Pollington; Asmus L; Schmidt; Thomas A; Schmidt; Mark Sheingorn; Brent Smith; Jeffrey D; Vaaler; A; J; Van der Poorten; R; C; Vaughan; L; Ya; Vulakh; Lynne H; Walling; Trevor D; Wooley