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On the diophantine equation / Fheony Aguila Sandia, Christian Jake Lique Nierva, and Jaimierai Ayubo Emor.

By:

Sandia, Fheony Aguila [author.]

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Material type: Text

TextDescription: 58 leavesContent type:

text

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unmediated

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volume

Dissertation note: Undergraduate Thesis (BSMATH) - Mathematics. Camarines Sur Polytechnic Colleges, 2023. Abstract: This paper is an expository thesis study of the article entitled "On the Diophantine equation (p + 4n)X + pY z2" by Wachirarak Orosram, Kitsanuphong Makonwattana and Saichon Khongsawat that was published in European journal of Pure and Applied Mathematics in the year 2022. Basic concepts in number theory such as definition and theorem were discussed through examples as well as illustrations to better understand the main results of this paper. This paper, presents the detailed discussion of lemmas and corollary; examples and illustrations are presented to easily explain the main results. The concepts reviewed are the Diophantine equation and Catalan's conjecture or Millailescu theorem were discussed.

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Item type	Current library	Shelving location	Call number	Status	Date due	Barcode
Unpublished Materials	Main Library	Undergraduate Thesis Section	UTH BSMATH Sa568o 2023 (Browse shelf(Opens below))	Not for loan		006266UM

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Undergraduate Thesis (BSMATH) - Mathematics. Camarines Sur Polytechnic Colleges, 2023.

Includes bibliographical references.

This paper is an expository thesis study of the article entitled "On the Diophantine equation (p + 4n)X + pY z2" by Wachirarak Orosram, Kitsanuphong Makonwattana and Saichon Khongsawat that was published in European journal of Pure and Applied Mathematics in the year 2022. Basic concepts in number theory such as definition and theorem were discussed through examples as well as illustrations to better understand the main results of this paper. This paper, presents the detailed discussion of lemmas and corollary; examples and illustrations are presented to easily explain the main results. The concepts reviewed are the Diophantine equation and Catalan's conjecture or Millailescu theorem were discussed.

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