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420 results for "number theory"
Introduction to Higher Mathematics, 20170530
Paperback: \$2.93
An introduction to logic and proof, including number theory and functions.
Mathematics and the Pulse of Life
Paperback: \$5.92
Geoffrey Orson has radically rethought the conceptual foundation of number theory. Taking a phenomenological approach, these letters invite us to think deeply about the seemingly obvious ways in... More > which the natural number system is constructed.< Less
The Super Triangle Theorem - The New Theorems In Math
eBook (ePub): \$4.00
in this paper, by establishing a relationship between the numbers and the triangular format, and to represent it within the triangle, lead to discovery of calculation methods and new laws to extract... More > the triangular numbers and find a relationship between Star of David Theorem and the Super Triangle Theorem< Less
0-Multiplicity of Ternary Rational Linear Sequences
Hardcover: \$20.95
The 20th century saw a large number of results regarding the Zero-multiplicity of rational linear recurrence sequences; those are the number of times zero is found in a particular recurrence... More > sequence. Of particular interest is the result of Skolem-Mahler-Lech and the result of F. Beukers. Respectively these results are: for every linear recurrence sequence the zeroes are a finite set along with a finite number of arithmetic sequences, and, with the exception of a special subset, every ternary linear recurrence sequence has a multiplicity less than seven. Both of these results rely heavily on p-adic techniques and the behavior of algebraic numbers within the p-adic numbers.< Less
0-Multiplicity of Ternary Rational Linear Sequences
eBook (PDF): \$0.00
The 20th century saw a large number of results regarding the Zero-multiplicity of rational linear recurrence sequences; those are the number of times zero is found in a particular recurrence... More > sequence. Of particular interest is the result of Skolem-Mahler-Lech and the result of F. Beukers. Respectively these results are: for every linear recurrence sequence the zeroes are a finite set along with a finite number of arithmetic sequences, and, with the exception of a special subset, every ternary linear recurrence sequence has a multiplicity less than seven. Both of these results rely heavily on p-adic techniques and the behavior of algebraic numbers within the p-adic numbers.< Less
Cyprian's Last Theorem
Paperback: \$5.05
Cyprian's Last Theorem is the assertion that the sum of n consecutive nth powers can never equal the next nth power for n>3. The proof, and the search for it, is an entertaining adventure that is... More > accessible from high-school level upwards.< Less
Quadratic forms and quaternion algebras: Algorithms and arithmetic
eBook (PDF): \$0.00
Ph.D. thesis in Mathematics, University of California, Berkeley, received May 2005
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Mathematical Musings
Paperback: \$8.39
Have you ever wondered why minus times a minus is a plus? or how it is possible to imagine the square root of a negative number? This little book explains in simple language all maths every literate... More > person should know but were never told at school.< Less

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