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[1] Peter Borwein and Michael Coons. Transcendence of power series for some number theoretic functions. Proc. Amer. Math. Soc. 137 (2009) 1303-1305. MR 2465652.
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[2] Edward B. Burger. A quick tour through elliptic curves. The Student Mathematical Library 8 (2000) 75-80.
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[3] Edward B. Burger. Liouville's work on numbers algebraic and not. The Student Mathematical Library 8 (2000) 55-60.
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[4] Edward B. Burger. Pythagorean triples through Diophantine geometry. The Student Mathematical Library 8 (2000) 67-73.
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[5] Edward B. Burger. Markoff's spectrum and numbers. The Student Mathematical Library 8 (2000) 35-42.
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[6] Edward B. Burger. Roth's stunning result and its consequences. The Student Mathematical Library 8 (2000) 61-66.
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[7] Edward B. Burger. Building the rationals via Farey sequences. The Student Mathematical Library 8 (2000) 11-15.
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[8] Edward B. Burger. Opening thoughts: Welcome to the jungle. The Student Mathematical Library 8 (2000) 1-5.
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[9] Edward B. Burger. A whole new world of $p$-adic numbers. The Student Mathematical Library 8 (2000) 105-111.
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[10] Edward B. Burger. A bit of foreshadowing and some rational rationale. The Student Mathematical Library 8 (2000) 7-10.
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[11] Edward B. Burger. Hints and remarks. The Student Mathematical Library 8 (2000) 135-144.
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[12] Edward B. Burger. The power of acting locally while thinking globally. The Student Mathematical Library 8 (2000) 123-128.
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[13] Edward B. Burger. Simultaneous diophantine approximation. The Student Mathematical Library 8 (2000) 89-94.
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[14] Edward B. Burger. The geometry of numbers. The Student Mathematical Library 8 (2000) 81-87.
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[15] Edward B. Burger. Selected big picture question commentaries. The Student Mathematical Library 8 (2000) 129-134.
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[16] Edward B. Burger. Spinning around irrationally and uniformly. The Student Mathematical Library 8 (2000) 99-104.
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[17] Edward B. Burger. Exploring the Number Jungle: A Journey into Diophantine Analysis. The Student Mathematical Library 8 (2000) MR MR1774066.
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[18] Edward B. Burger. Further reading. The Student Mathematical Library 8 (2000) 145-146.
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[19] Edward B. Burger. The theory of continued fractions. The Student Mathematical Library 8 (2000) 23-27.
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[20] Edward B. Burger. Solving the alleged ``Pell'' equation. The Student Mathematical Library 8 (2000) 49-54.
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[21] Edward B. Burger. Using geometry to sum some squares. The Student Mathematical Library 8 (2000) 95-97.
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[22] Edward B. Burger. A new twist on Newton's method. The Student Mathematical Library 8 (2000) 117-122.
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[23] Edward B. Burger. A glimpse into $p$-adic analysis. The Student Mathematical Library 8 (2000) 113-116.
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[24] Edward B. Burger. Discoveries of Dirichlet and Hurwitz. The Student Mathematical Library 8 (2000) 17-21.
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[25] Edward B. Burger. Enforcing the law of best approximates. The Student Mathematical Library 8 (2000) 29-33.
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[26] Edward B. Burger. Badly approximable numbers and quadratics. The Student Mathematical Library 8 (2000) 43-48.
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[27] L. Ya. Vulakh. Farey polytopes and continued fractions associated with discrete hyperbolic groups. Trans. Amer. Math. Soc. 351 (1999) 2295-2323. MR 1467477.
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[28] William Cherry and Zhuan Ye. Non-Archimedean Nevanlinna theory in several variables and the non-Archimedean Nevanlinna inverse problem. Trans. Amer. Math. Soc. 349 (1997) 5043-5071. MR 1407485.
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[29] Gerhard Larcher and Harald Niederreiter. Generalized $(t,s)$-sequences, Kronecker-type sequences, and Diophantine approximations of formal Laurent series . Trans. Amer. Math. Soc. 347 (1995) 2051-2073. MR 1290724.
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[30] D. W. Masser. Specializations of finitely generated subgroups of abelian varieties . Trans. Amer. Math. Soc. 311 (1989) 413-424. MR 974783.
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Results: 1 to 30 of 34 found      Go to page: 1 2