Umbral Calculus: Techniques for Pure and Applied Mathematicians/ edited by Stefano Spezia

Material type: Text

TextBurlington, Canada Arcler Press, c2024Description: 255 pages ; 23 cmContent type:

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ISBN:

9781774698754

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LOC classification:

QA 240 U46 2024

Summary: Since 1850, mathematicians have successfully applied umbral calculus in many fields of mathematics and physics. The success of umbral calculus is due to the possibility of using techniques that have simplified the technicalities of calculations, which are usually wearisome when performed with conventional methods. Umbral Calculus: Techniques for Pure and Applied Mathematics book provides the theoretical basis and many examples of umbral calculus, including operator theory, Hermite, Frobenius-Euler, and other special polynomials, Bessel functions, and at the end, results concerning number theory within umbral calculus viewpoint.

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Holdings
Item type	Current library	Shelving location	Call number	Status	Date due	Barcode
Book	TUP Manila Library	General Circulation Section-GF	QA 240 U46 2024 (Browse shelf(Opens below))	Available		P00034310

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Previous	QA 188 M36 2019 Matrices and Trigonometry /	QA 188 M38 2018 Matrix methods and fractional calculus /	QA 211 S73 1989 Linear equations and lines : steps in mathematics /	QA 240 U46 2024 Umbral Calculus: Techniques for Pure and Applied Mathematicians/	QA 241 E87 2017 Essentials of Number Theory /	QA 241 G2613 Disquisitiones arithmeticae.	QA 241 L58 1956 Topics in number theory.	Next

Includes bibliographic references and index.

Since 1850, mathematicians have successfully applied umbral calculus in many fields of mathematics and physics. The success of umbral calculus is due to the possibility of using techniques that have simplified the technicalities of calculations, which are usually wearisome when performed with conventional methods. Umbral Calculus: Techniques for Pure and Applied Mathematics book provides the theoretical basis and many examples of umbral calculus, including operator theory, Hermite, Frobenius-Euler, and other special polynomials, Bessel functions, and at the end, results concerning number theory within umbral calculus viewpoint.

Spezia, S. (Ed.). (2024). Umbral calculus: Techniques for pure and applied mathematicians. Arcler Press.

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