Showing 121 - 140 of 2,584

121

On Fibonacci search method with k-Lucas numbers: On Fibonacci search method with \(k\)-Lucas numbers.
Yildiz, B ; Karaduman, E
Applied Mathematics and Computation. 143:523-531

0209 industrial biotechn... unimodal function 0202 electrical engineer... Fibonacci and Lucas numb... One dimensional optimiza... Fibonacci numbers
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122

The linear algebra of the k-Fibonacci matrix: The linear algebra of the \(k\)-Fibonacci matrix.
Gwang-Yeon Lee ; Jin-Soo Kim
Linear Algebra and its Applications. 373:75-87

Numerical Analysis \(k\)-Fibonacci matrix Algebra and Number Theor... k-Fibonacci matrix k-symmetric Fibonacci ma... \(k\)-symmetric Fibonacc...
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123

Proof of Two Conjectures of Brenti and Simion on Kazhdan-Lusztig Polynomials: Proof of two conjectures of Brenti and Simion on Kazhdan-Lusztig polynomials
Caselli Fabrizio
Journal of Algebraic Combinatorics. 18:171-187

Algebra and Number Theor... Representations of Lie a... Bruhat order Kazhdan-Lusztig polynomi... Symmetric group Representations of finit...
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124

SOME SEQUENCES RESEMBLING HOFSTADTER'S: Some sequences resembling Hofstadter's.
R.B.J.T. Allenby ; Rachael-C. Smith
Journal of the Korean Mathematical Society. 40:921-932

Fibonacci and Lucas numb... Recurrences 0102 computer and inform... 01 natural sciences Hofstadter sequences
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125

On the period of Fibonacci sequences in nilpotent groups: On the period of Fibonacci sequences in nilpotent groups.
KARADUMAN, Erdal ; YAVUZ, Uğur
Applied Mathematics and Computation. 142:321-332

period nilpotent group nilpotency class Fibonacci sequences Finite nilpotent groups,... Calculation of integer s...
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126

3-Step Fibonacci series modulo m: 3-step Fibonacci series modulo \(m\).
Ozkan, E ; Aydin, H ; Dikici, R
Applied Mathematics and Computation. 143:165-172

Fibonacci recurrence Finite nilpotent groups,... Wall number Fibonacci and Lucas numb... 0102 computer and inform... 0101 mathematics
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127

On the linear complexity of FCSR sequences
Wenfeng Qi ; Hong Xu
Applied Mathematics-A Journal of Chinese Universities. 18:318-324

feedback with carry shif... Shift register sequences... linear recurring sequenc... 0202 electrical engineer... Fibonacci and Lucas numb... 02 engineering and techn...
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128

On the matrix powers and exponential by the r-generalized Fibonacci sequences methods: the companion matrix case: On the matrix powers and exponential by the \(r\)-generalized Fibonacci sequences methods: The companion matrix case
Rajae Ben Taher ; M. Rachidi
Linear Algebra and its Applications. 370:341-353

Companion matrix Matrix powers matrix powers Numerical Analysis Eigenvalues, singular va... Algebra and Number Theor...
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129

Common factors of shifted Fibonacci numbers
Santos Hernández Hernández ; Florian Luca
Periodica Mathematica Hungarica. 47:95-110

Approximation to algebra... Fibonacci and Lucas numb... subspace theorem Fibonacci numbers 0101 mathematics Euclidean algorithm
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130

Cubic and quartic congruences modulo a prime: Cubic and quartic congruences modulo a prime.
Zhi-Wei Sun
Journal of Number Theory. 102:41-89

cubic congruence quartic congruence recurring sequence Algebra and Number Theor... Cubic congruence Quartic congruence
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131

General 2-step Fibonacci sequences in nilpotent groups of exponent p and nilpotency class 4: General 2-step Fibonacci sequences in nilpotent groups of exponent \(p\) and nilpotency class 4.
Karaduman, E ; Aydin, H
Applied Mathematics and Computation. 141:491-497

Nilpotent groups Fibonacci and Lucas numb... Fibonacci numbers 0101 mathematics 01 natural sciences General Fibonacci sequen...
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132

Applications of Fibonacci sequences in a finite nilpotent group: Applications of Fibonacci sequences in a finite nilpotent group.
Aydin, H ; Ozkan, E ; Dikici, R
Applied Mathematics and Computation. 141:565-578

Fibonacci sequences Finite nilpotent groups,... Wall number Fibonacci and Lucas numb... nilpotent groups 0102 computer and inform...
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133

Some combinatorial identities via Fibonacci numbers
Seong-Hoon Cho ; Jin-Soo Kim ; Gwang-Yeon Lee
Discrete Applied Mathematics. 130:527-534

Applied Mathematics 0211 other engineering a... Bell and Stirling number... Pascal matrix 02 engineering and techn... Matrices of integers
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134

Near squares in linear recurrence sequences
Walsh, P. G.
Glasnik matematički
CODEN GLMAB2
Volume 38
Issue 1

Linear recurrence sequen... diophantine equation Pell equation Fibonacci and Lucas numb... 0102 computer and inform... 0101 mathematics
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135

Scattered subsets
MUNARINI, EMANUELE ; ZAGAGLIA, NORMA
Discrete Mathematics. 267:213-228

Generalized Fibonacci nu... σ-statistic generalized Fibonacci nu... Scattered subsets linear species cyclic species
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136

Palindromes in Lucas Sequences: Palindromes in Lucas sequences
Florian Luca
Monatshefte f�r Mathematik. 138:209-223

Lucas sequences number of distinct prime... palindrome Fibonacci and Lucas numb... 0102 computer and inform... 0101 mathematics
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137

An application of Fibonacci sequences in groups
Dikici, R ; Ozkan, E
Applied Mathematics and Computation. 136:323-331

3-step general Fibonacci... length of a fundamental... finite \(p\)-group Finite nilpotent groups,... Fibonacci and Lucas numb... nilpotent groups
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138

On the coefficients of the link polynomials
A. Stoimenow
manuscripta mathematica. 110:203-236

norm of Laurent polynomi... inequality link diagram Knots and links in the \... Fibonacci and Lucas numb... link invariant
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139

FRACTIONAL STATISTICS IN TERMS OF THE r-GENERALIZED FIBONACCI SEQUENCES: Fractional statistics in terms of the \(r\)-generalized Fibonacci sequences.
M. Rachidi ; E. H. Saidi ; J. Zerouaoui
International Journal of Modern Physics A. 18:159-171

High Energy Physics - Th... FOS: Physical sciences Relativistic gravitation... 01 natural sciences Commutation relations an... Statistical mechanics of...
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140

Arithmetic properties of members of a binary recurrent sequence
Florian Luca
Acta Arithmetica. 109:81-107

upper bounds binary recurrent sequenc... greatest common divisor Fibonacci and Lucas numb... Recurrences 0101 mathematics
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