Tuesday Daily Gather: Fibonacci. by Brian Jonah Brian’s brother has a favorite positive integer n, and he wants to find a Fibonacci number Fk such that n | Fk . Obviously, the trivial case F0 = 0 = n · 0 satisfies th

Source URL: mathily.org

Tuesday Daily Gather: Fibonacci. by Brian Jonah Brian’s brother has a favorite positive integer n, and he wants to find a Fibonacci number Fk such that n | Fk . Obviously, the trivial case F0 = 0 = n · 0 satisfies th

Source URL: www.mathily.org

THE NUMBER OF k-DIGIT FIBONACCI NUMBERS JAN-CHRISTOPH PUCHTA Define a(k) to be the number of k-digit Fibonacci numbers. For n > 5, we have 1.6Fn−1 < Fn < 1.7Fn−1 . Thus if Fn is the least k-digit Fibonacci number, we

Source URL: www.math.uni-rostock.de

Design of Parallel and High-Performance Computing Fall 2014 Lecture: Scheduling Instructor: Torsten Hoefler & Markus Püschel

Source URL: spcl.inf.ethz.ch

• Software engineering
• Computer programming
• Computing
• Scheduling
• Functional languages
• Concurrent programming languages
• Operations research
• Parallel computing
• Cilk
• Work stealing
• Pure
• Fibonacci number

The OEIS, Mathematical Discovery, and Insomnia Neil J. A. Sloane The OEIS Foundation and Rutgers University ACMES Conference, May 2016

Source URL: neilsloane.com

• Mathematics
• Elementary mathematics
• Integer sequences
• On-Line Encyclopedia of Integer Sequences
• Sequence
• Recurrence relation
• Fibonacci number
• Integer

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

Source URL: fct2013.csc.liv.ac.uk

• Mathematics
• Theoretical computer science
• Mathematical logic
• Fibonacci number
• LRS
• Algebraic geometry
• Thoralf Skolem
• Quantum computing

String Edit Distance (and intro to dynamic programming) Lecture #4 Computational Linguistics CMPSCI 591N, Spring 2006

Source URL: bioinfo.ict.ac.cn

• Software engineering
• Computer programming
• Mathematics
• Dynamic programming
• Functional languages
• Quantitative linguistics
• Equations
• Systems engineering
• Levenshtein distance
• University of Massachusetts Amherst
• Fibonacci number
• Edit distance

1 ΠME Journal, PROBLEM DEPARTMENT AND HAROLD REITER∗

Source URL: www.pme-math.org

• Mathematics
• Fibonacci number
• Creativity
• Mechanical puzzles
• Trigonometry
• Triangle geometry

Math Gems An assortment of mathematical marvels × ×

Source URL: thinkzone.wlonk.com

• Mathematics
• Mathematical analysis
• Integer sequences
• Mathematical constants
• Transcendental number
• Sine
• Fibonacci number
• Pi
• Prime number
• Binomial coefficient
• Golden ratio
• E

Torino, Pagina 1 di 25 THE SUM OF RECIPROCAL FIBONACCI PRIME NUMBERS CONVERGES TO A NEW CONSTANT: MATHEMATICAL CONNECTIONS WITH SOME SECTORS OF EINSTEIN’S FIELD EQUATIONS AND STRING THEORY

Source URL: empslocal.ex.ac.uk

• Mathematics
• Mathematical analysis
• Fibonacci numbers
• Fibonacci prime
• Fibonacci
• Prime number
• Golden ratio
• Pi
• Twin prime
• Sequence
• Irrational number
• Generalizations of Fibonacci numbers