Alexander Apelblat Livres

Focusing on the less-explored area of Bessel functions, this two-volume work examines the scenario of variable order with a fixed argument. It addresses the extensive applications of these functions, providing a thorough analysis and insights into their unique properties. This comprehensive study aims to fill the gap in existing literature, offering valuable perspectives for researchers and students interested in advanced mathematical concepts related to Bessel functions.

Focusing on the chemistry of citric acid and inorganic citrates, this monograph explores their properties, occurrence, and various technological applications. It presents detailed analyses of phase equilibria, including melting, boiling, and solubility in different solvents. The dynamic properties such as viscosities and electrical conductivities are examined, alongside mathematical models for citric acid dissociation in solutions. Additionally, it reviews synthesis methods and reactions involving citric acid, highlighting its versatility in chemical processes.

Focusing on Bessel functions as functions of both argument and order, this two-volume work delves into the less-explored scenario of variable order and fixed argument. It addresses the extensive applications of these functions while providing a comprehensive examination of their properties and behaviors in this unique context, filling a significant gap in existing literature.

Focusing on the unique characteristics of Bessel functions, this two-volume work delves into their behavior as functions of both argument and order. While most literature addresses fixed order and variable argument, this comprehensive study shifts the perspective to explore the implications and applications of varying both parameters. It aims to fill a significant gap in the existing research, providing valuable insights for those interested in advanced mathematical concepts and their practical uses.

Der Autor hat über 2500 definite, infinite und indefinite Integrale sowie über 600 infinite Reihen zusammengestellt, die nach seiner Kenntnis in allen bisherigen Sammlungen fehlen.