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The Fibonacci Number Series

Por: Tipo de material: TextoIdioma: en Editor: Salt Lake City, UT : Project Gutenberg, 1995Descripción: 1 online resource : multiple file formatsTipo de contenido:
  • text
Tipo de medio:
  • computer
Tipo de soporte:
  • online resource
Tema(s): Clasificación LoC:
  • QA
Recursos en línea: Créditos de producción:
  • Produced by Michael Husted
Resumen: "The Fibonacci Number Series" by Michael Husted is a scientific publication, likely written in the late 20th century or early 21st century. This work presents a detailed enumeration of the Fibonacci numbers up to the first thousand terms, showcasing their fascinating properties and sequences. At the start of the publication, the author provides a structured list of the Fibonacci numbers, spanning from the very first number, 1, to the 1,073,210,323,786,401st, highlighting the increasing number of digits in each successive term. The layout is straightforward, featuring simple entries that incrementally present each Fibonacci number alongside its corresponding number in the sequence, which is useful for readers interested in number theory or mathematical properties related to Fibonacci sequences. The meticulous presentation suggests that the book is designed both for educational purposes and for enthusiasts seeking an extensive resource on Fibonacci numbers. (This is an automatically generated summary.)
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Release date is 1995-07-01

Produced by Michael Husted

"The Fibonacci Number Series" by Michael Husted is a scientific publication, likely written in the late 20th century or early 21st century. This work presents a detailed enumeration of the Fibonacci numbers up to the first thousand terms, showcasing their fascinating properties and sequences. At the start of the publication, the author provides a structured list of the Fibonacci numbers, spanning from the very first number, 1, to the 1,073,210,323,786,401st, highlighting the increasing number of digits in each successive term. The layout is straightforward, featuring simple entries that incrementally present each Fibonacci number alongside its corresponding number in the sequence, which is useful for readers interested in number theory or mathematical properties related to Fibonacci sequences. The meticulous presentation suggests that the book is designed both for educational purposes and for enthusiasts seeking an extensive resource on Fibonacci numbers. (This is an automatically generated summary.)

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