Treffer 181 - 200 von 2.584

181

∞-Generalized Fibonacci Sequences and Markov Chains: Generalized Fibonacci sequences and Markov chains
Mouline, Mehdi ; Rachidi, Mustapha
The Fibonacci Quarterly. 38:364-371

convergence of generaliz... Markov chains Fibonacci and Lucas numb... Markov chains (discrete-...
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182

A probabilistic approach to some asymptotics in noiseless communication
Serap A. Savari
IEEE Transactions on Information Theory. 46:1246-1262

Prefix, length-variable,... recurrences lopsided trees Renewal theory 02 engineering and techn... Source coding
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183

On generalized Tribonacci sequences and additive partitions
Ioana Dumitriu
Discrete Mathematics. 219:65-83

Combinatorial number the... Generalized Tribonacci s... Combinatorial aspects of... avoidable set Additive number theory generalized Tribonacci s...
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184

Explicit Formulae for Some Kazhdan-Lusztig Polynomials: Explicit formulae for some Kazhdan-Lusztig polynomials
Rodica Simion ; Francesco Brenti
Journal of Algebraic Combinatorics. 11:187-196

Fibonacci and Lucas numb... \(q\)-Fibonacci number 0102 computer and inform... Bruhat order 0101 mathematics Kazhdan-Lusztig polynomi...
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185

Perfect fibonacci and lucas numbers: Perfect Fibonacci and Lucas numbers
Florian Luca
Rendiconti del Circolo Matematico di Palermo. 49:313-318

perfect numbers Arithmetic functions related numbers inversion formulas Fibonacci and Lucas numb... Fibonacci numbers
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186

On an diophantine equation: On a Diophantine equation
Florian Luca
Bulletin of the Australian Mathematical Society. 61:241-246

exponential Diophantine... Fibonacci and Lucas numb... 0101 mathematics Exponential Diophantine... 01 natural sciences
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187

Note on a result of I. Nemes and A. Pethő concerning polynomial values in linear recurrences
Kiss, Péter
Publicationes Mathematicae Debrecen. 56:451-455

polynomial values Fibonacci and Lucas numb... linear recurrences 0101 mathematics 01 natural sciences
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188

Lattice animals on a staircase and Fibonacci numbers
Turban, L. ; Arxiv, Import
Journal of Physics A: Mathematical and General. 33:2587-2595

Random walks, random sur... Statistical Mechanics (c... [PHYS.COND.CM-GEN] Physi... 0103 physical sciences Fibonacci and Lucas numb... FOS: Physical sciences
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189

On iterates of Möbius transformations on fields
Northshield, Sam
Mathematics of Computation. 70:1305-1311

secant method order of convergence Newton's method Möbius transformation Aitken acceleration Fibonacci and Lucas numb...
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190

The parity of the Zeckendorf sum-of-digits function
Mariusz Skałba ; Michael Drmota
manuscripta mathematica. 101:361-383

Zeckendorf expansion Fibonacci and Lucas numb... Fibonacci numbers Gaussian limit law 0102 computer and inform... 0101 mathematics
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191

Separable boolean functions and generalized Fibonacci sequences: Separable Boolean functions and generalized Fibonacci sequences
Guo-Jun Wang
Computers & Mathematics with Applications. 39:205-216

Perceptron perceptrons 02 engineering and techn... Separable Boolean functi... Antichain Computational Mathematic...
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192

Stability of second‐order recurrences modulo pr: Stability of second-order recurrences modulo \(p^r\)
Walter Carlip ; Lawrence Somer
International Journal of Mathematics and Mathematical Sciences, Vol 23, Iss 4, Pp 225-241 (2000)

uniform distribution congruence properties binary linear recurrence... 0102 computer and inform... 02 engineering and techn... stability
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193

A curious property of series involving terms of generalized sequences
Piero Filipponi ; Odoardo Brugia
International Journal of Mathematics and Mathematical Sciences, Vol 23, Iss 1, Pp 55-63 (2000)

Generalized Fibonacci nu... generalized Fibonacci nu... QA1-939 Fibonacci and Lucas numb... Inequalities for trigono... generalized Lucas number
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194

Generating functions of the incomplete Fibonacci and Lucas numbers
Ákos Pintér ; Hari M. Srivastava
Rendiconti del Circolo Matematico di Palermo. 48:591-596

Classical hypergeometric... incomplete Fibonacci num... incomplete Lucas numbers generating functions Fibonacci and Lucas numb... Recurrences
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195

On the location of the zeros of polynomials defined by linear recursions
Mátyás, Ferenc
Publicationes Mathematicae Debrecen. 55:453-464

zeros of polynomials bound for the zeros Fibonacci and Lucas numb... Polynomials in real and... polynomial sequences 0101 mathematics
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196

Growth and decay of random Fibonacci sequences
Mark Embree ; Lloyd N. Trefethen
Proceedings of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences. 455:2471-2485

Fibonacci sequences Lyapunov constant 0103 physical sciences Fibonacci and Lucas numb... random recurrence growth rate
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197

Rewriting Techniques and Degree Bounds for Higher Order Symmetric Polynomials: Rewriting techniques and degree bounds for higher order symmetric polynomials.
Manfred Göbel
Applicable Algebra in Engineering, Communication and Computing. 9:559-573

Computational aspects an... symmetric polynomials higher order symmetry degree bounds rewriting techniques Fibonacci and Lucas numb...
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198

Random Fibonacci sequences and the number $1.13198824\dots$: Random Fibonacci sequences and the number \(1.13198824\ldots\)
Divakar Viswanath
Mathematics of Computation. 69:1131-1156

Random matrices (algebra... Roundoff error invariant measure Furstenberg formula random matrices 01 natural sciences
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199

AUTOMATIC CONVERSION FROM FIBONACCI REPRESENTATION TO REPRESENTATION IN BASE φ, AND A GENERALIZATION: Automatic conversion from Fibonacci representation to representation in base \(\phi\), and a generalization.
Jacques Sakarovitch ; Christiane Frougny
International Journal of Algebra and Computation. :351-384

Algebraic theory of lang... Fibonacci and Lucas numb... Other number representat... 0101 mathematics 01 natural sciences
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200

The metallic means family and multifractal spectra
Vera W. de Spinadel
Nonlinear Analysis: Theory, Methods & Applications. 36:721-745

Fuchsian groups and auto... continued fraction expan... Fuchsian groups fractal sets Lucas numbers hyperbolic geometry
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