Generating Pell Numbers

There are around 857 items on Pell numbers in the On-Line Encyclopedia of Integer Sequences. Mathematicians and Computer Scientists love Pell numbers because they seem to be very easy, but they are related to many challenging topics. We will discuss some properties, algorithms, and Python programs u...

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Vydáno v:Proceedings (International Conference on Computational Science and Computational Intelligence) s. 460 - 465
Hlavní autoři: Gao, Weizheng, Allagan, Julian, Gao, Shanzhen, Su, Jianning, Malomo, Olumide, Eyob, Ephrem, Adekoya, Adeyemi
Médium: Konferenční příspěvek
Jazyk:angličtina
Vydáno: IEEE 13.12.2023
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ISSN:2769-5654
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Abstract There are around 857 items on Pell numbers in the On-Line Encyclopedia of Integer Sequences. Mathematicians and Computer Scientists love Pell numbers because they seem to be very easy, but they are related to many challenging topics. We will discuss some properties, algorithms, and Python programs used to generate Pell numbers, conjectures, and applications of Pell numbers.
AbstractList There are around 857 items on Pell numbers in the On-Line Encyclopedia of Integer Sequences. Mathematicians and Computer Scientists love Pell numbers because they seem to be very easy, but they are related to many challenging topics. We will discuss some properties, algorithms, and Python programs used to generate Pell numbers, conjectures, and applications of Pell numbers.
Author Eyob, Ephrem
Gao, Weizheng
Gao, Shanzhen
Adekoya, Adeyemi
Malomo, Olumide
Su, Jianning
Allagan, Julian
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  surname: Adekoya
  fullname: Adekoya, Adeyemi
  organization: Reginald F Lewis College of Business Virginia State University,Department of Computer Information Systems
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Snippet There are around 857 items on Pell numbers in the On-Line Encyclopedia of Integer Sequences. Mathematicians and Computer Scientists love Pell numbers because...
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StartPage 460
SubjectTerms Complexity theory
Computational intelligence
Encyclopedias
generating function
iterative algorithm
matrix
Pell number
Pell sequence
Polynomials
Python
Python program-ming
recursive relation
Scientific computing
Time complexity
Title Generating Pell Numbers
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