ON A FAMILY OF THREE TERM NONLINEAR INTEGER RECURRENCES ˝ AND J. M. THUSWALDNER P. KIRSCHENHOFER, A. PETHO, Abstract. In the present paper we study sequences defined by the recurrence relation  

Source URL: institute.unileoben.ac.at

ZEROES OF INTEGER LINEAR RECURRENCES DANIEL LITT 1. Introduction Consider the integer linear recurrence xn = xn−1 + 2xn−2 + 3xn−3

Source URL: math.columbia.edu

TATE-SHAFAREVICH GROUPS OF THE CONGRUENT NUMBER ELLIPTIC CURVES Ken Ono Abstract. Using elliptic modular functions, Kronecker proved a number of recurrence relations for suitable class numbers of positive binary quadrati

Source URL: www.mathcs.emory.edu

SOME RECURRENCES FOR ARITHMETICAL FUNCTIONS Ken Ono, Neville Robbins, Brad Wilson Journal of the Indian Mathematical Society, 62, 1996, pagesAbstract. Euler proved the following recurrence for p(n), the number o

Source URL: www.mathcs.emory.edu

The Biotic Pattern of Prime Numbers Supports the Bios Theory of Creative Evolution from Radiation to Complexity H. Sabelli, Chicago Center for Creative Development. Chicago, IL 60614

Source URL: necsi.edu

• Analytic number theory
• Prime number
• Recurrence plot
• Time series
• Chaos theory
• Riemann zeta function

508 IEEE of E are equal to those of the known vector W, we can employ the Berlekamp-Massey [6], [7] algorithm to find

Source URL: www.ifp.illinois.edu

• Covariance and correlation
• Signal processing
• Fourier analysis
• Time series analysis
• Numerical analysis
• Autocorrelation
• Convolution
• Correlation function
• BerlekampMassey algorithm
• Discrete Fourier transform
• Correlation and dependence
• Recurrence relation

2013 IEEE Conference on Computer Vision and Pattern Recognition Separating Signal from Noise using Patch Recurrence Across Scales Maria Zontak Inbar Mosseri Michal Irani

Source URL: www.cv-foundation.org

Definability of Combinatorial Functions and Their Linear Recurrence Relations Extended Abstract T. Kotek ⋆

Source URL: www.cs.technion.ac.il

• Mathematics
• Algebra
• Abstract algebra
• Recurrence relation
• Theory of computation
• Rational function
• Generating function
• Factorial
• Exponentiation
• Polynomial
• KochenSpecker theorem

Decision Problems for Linear Recurrence Sequences? Jo¨el Ouaknine Department of Computer Science, Oxford University, UK

Source URL: cgi.csc.liv.ac.uk

NumGfun: a Package for Numerical and Analytic Computation with D-finite Functions Marc Mezzarobba Algorithms Project-Team, INRIA Paris-Rocquencourt, France

Source URL: www.marc.mezzarobba.net

• Mathematics
• Mathematical analysis
• Combinatorics
• Factorial
• Hypergeometric function
• Recurrence relation
• Exponentiation
• Generating function
• Bessel function
• Logarithm
• Analytic combinatorics
• Equation solving