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Gaussian rational
A Survey of Some Arithmetic Applications of Ergodic Theory in Negative Curvature
Algorithmic Factorization of Polynomials Over Number Fields
Gaussian Integers1
Applications of Hyperbolic Geometry to Continued Fractions and Diophantine Approximation
On a Certain Non-Split Cubic Surface
On a Certain Non-Split Cubic Surface Régis De La Bretèche, Kévin Destagnol, Jianya Liu, Jie Wu, Yongqiang Zhao
Algebraic Number Theory and Its Application to Rational Theory
First Moment of Distances Between Centres of Ford Spheres
Brauer Groups, Tamagawa Measures, and Rational Points on Algebraic Varieties
Jugendtraum of a Mathematician
Gaussian Integers1
The Powers of Π Are Irrational
Ford Circles and Spheres
On the Complexity of Path-Following Newton Algorithms for Solving Systems of Polynomial Equations with Integer Coefficients
Congruences for Coefficients of Power Series Expansions of Rational
Downloads/Metamath.Pdf
Hurwitz's Complex Continued Fractions
The Diophantine Equation Ax6 + By3 + Cz2 = 0 in Gaussian In- Tegers
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MATH1050 Exercise 3
Arxiv:Math/0501314V4
Rings and Fields
Jugendtraum of a Mathematician
Mathematisches Forschungsinstitut Oberwolfach O-Minimality and Its
Generalized Spectral Characterization of Mixed Graphs
Brauer Groups, Tamagawa Measures, and Rational Points on Algebraic Varieties
The Diophantine Equation Ax6 + By3 + Cz2 = 0 in Gaussian Integers
Moments of Distances Between Centres of Ford Spheres
Applications of Hyperbolic Geometry to Continued Fractions and Diophantine Approximation
Gaussian Integers1
The Dynamics of Super-Apollonian Continued Fractions
Faculty of Science This Thesis Covers the Factorization Properties Of