Treffer 201 - 220 von 2.584

201

Solving Thue equations without the full unit group
Hanrot, Guillaume ; Loria, Publications
Mathematics of Computation. 69:395-406

linear recurrence sequen... Lucas sequences diophantine equations équations diophantiennes... suites de lucas lehmer sequences
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202

A proof of the Hoggatt-Bergum conjecture
Andrej Dujella
Proceedings of the American Mathematical Society. 127:1999-2005

simultaneous Pell equati... Cubic and quartic Diopha... Fibonacci numbers Baker-Davenport reductio... 01 natural sciences Hoggatt-Bergum conjectur...
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203

A bijective proof of Riordan's theorem on powers of Fibonacci numbers
Andrej Dujella
Discrete Mathematics. 199:217-220

Exact enumeration proble... Fibonacci and Lucas numb... Discrete Mathematics and... Fibonacci numbers 0102 computer and inform... 0101 mathematics
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204

New Fibonacci and Lucas primes
Wilfrid Keller ; Harvey Dubner
Mathematics of Computation. 68:417-427

Primality Lucus numbers primality testing Fibonacci and Lucas numb... Software, source code, e... Fibonacci numbers
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205

Turning curves for critically recurrent cubic polynomials
David M Harris
Nonlinearity. 12:411-418

Fibonacci polynomial persistent recurrence turning curve Fibonacci and Lucas numb... Functional equations in... 0101 mathematics
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206

The ABC Conjecture and the Powerful Part of Terms in Binary Recurring Sequences: The ABC conjecture and the powerful part of terms in binary recurring sequences
Gary Walsh ; Paulo Ribenboim
Journal of Number Theory. 74:134-147

Algebra and Number Theor... Fibonacci and Lucas numb... binary recurrence sequen... ABC conjecture 0101 mathematics powerful numbers
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207

An Algorithm to Determine the Points with Integral Coordinates in Certain Elliptic Curves: An algorithm to determine the points with integral coordinates in certain elliptic curves
Paulo Ribenboim
Journal of Number Theory. 74:19-38

Algebra and Number Theor... Elliptic curves over glo... Fibonacci and Lucas numb... 0101 mathematics Lucas sequence 01 natural sciences
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209

Algebraic Independence of Sums of Reciprocals of the Fibonacci Numbers: Algebraic independence of sums of reciprocals of the Fibonacci numbers
Takeshi Toshimitsu ; Taka Aki Tanaka ; Kumiko Nishioka
Mathematische Nachrichten. 202:97-108

Algebraic independence Gel'fond's method algebraic independence Transcendence (general t... Fibonacci and Lucas numb... Fibonacci numbers
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210

Counting divisors of Lucas numbers
Moree, P.
Pacific Journal of Mathematics. 186:267-284

divisors density of divisors Density, gaps, topology Fibonacci and Lucas numb... 0102 computer and inform... 0101 mathematics
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211

Square-Classes in Lucas Sequences Having Odd Parameters: Square-classes in Lucas sequences having odd parameters
Wayne L. McDaniel ; Paulo Ribenboim
Journal of Number Theory. 73:14-27

Algebra and Number Theor... square-classes Fibonacci and Lucas numb... 0101 mathematics Lucas sequence quadratic diophantine eq...
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212

q-Numbers of quantum groups, Fibonacci numbers, and orthogonal polynomials: \(q\)-numbers of quantum groups, Fibonacci numbers, and orthogonal polynomials
I. I. Kachurik
Ukrainian Mathematical Journal. 50:1201-1211

\(q\)-calculus \(q\)-calculus and relat... Exact enumeration proble... \(q\)-number Fibonacci and Lucas numb... Fibonacci numbers
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213

Squares in Lucas sequences and¶some Diophantine equations: Squares in Lucas sequences and some diophantine equations
Takaaki Kagawa ; Nobuhiro Terai
manuscripta mathematica. 96:195-202

Lucas sequences quartic diophantine equa... square terms Fibonacci and Lucas numb... Cubic and quartic Diopha... 0102 computer and inform...
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214

A representation theorem of the suffixes of characteristic sequences
Wai-Fong Chuan
Discrete Applied Mathematics. 85:47-57

prefix Combinatorics on words Applied Mathematics Fibonacci and Lucas numb... Discrete Mathematics and... 0102 computer and inform...
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215

Diophantine representations of linear recurrences. I
Maxim Vsemirnov
Journal of Mathematical Sciences. 89:1113-1118

diophantine representati... diophantine set recurrence 0103 physical sciences Fibonacci and Lucas numb... Fibonacci number
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216

Squares in Lucas sequenceshaving an even first parameter: Squares in Lucas sequences having an even first parameter
Wayne L. McDaniel ; Paulo Ribenboim
Colloquium Mathematicum. 78:29-34

Lucas sequences Fibonacci and Lucas numb... 0101 mathematics recursive sequences perfect squares 01 natural sciences
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217

The distribution of second order linear recurrence sequences mod $2^m$: The distribution of second order linear recurrence sequences mod \(2^m\)
Mark Morgan
Acta Arithmetica. 83:181-195

distribution Fibonacci and Lucas numb... second order linear recu... Fibonacci numbers 0102 computer and inform... 0101 mathematics
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218

Lucas partitions
Neville Robbins
International Journal of Mathematics and Mathematical Sciences, Vol 21, Iss 2, Pp 387-396 (1998)

Partitions congruences and congruen... generating function partitions QA1-939 Fibonacci and Lucas numb...
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219

On the theory of cubic residues and nonresidues
Zhi-Wei Sun
Acta Arithmetica. 84:291-335

representation of primes... Fibonacci sequences cubic residue symbol Power residues, reciproc... Fibonacci and Lucas numb... Congruences
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220

The lattices of ideals of multizigzags and the enumeration of Fibonacci partitions
I. A. Pushkarev
Journal of Mathematical Sciences. 87:4157-4179

Fibonacci partition 0103 physical sciences Exact enumeration proble... Fibonacci and Lucas numb... Fibonacci numbers 0101 mathematics
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