Optimality Conditions in Vector Optimization
Vector optimization is continuously needed in several science fields, particularly in economy, business, engineering, physics and mathematics. The evolution of these fields depends, in part, on the improvements in vector ....
Sets and Ordered Structures
This e-book presents several basic methods and results of order theory that are currently used in various branches of mathematics. It presents topics that require a broad explanation in a ....
Some Recent Advances in Partial Difference Equations
Lately there is an increasing interest in partial difference equations demonstrated by the enormous amount of research papers devoted to them. The initial reason for this increasing interest was the ....
Subharmonic Functions, Generalizations, Holomorphic Functions, Meromorphic Functions, and Properties.
This book explains different types of subharmonic and harmonic functions. The book brings 12 chapters explaining general and specific types of subharmonic functions (eg. quasinearly subharmonic functions and other separate ....
Summability Theory And Its Applications
The theory of summability has many uses throughout analysis and applied mathematics. Engineers and physicists working with Fourier series or analytic continuation will also find the concepts of summability theory ....
The Generalized Relative Gol‘dberg Order and Type: Some Remarks on Functions of Complex Variables
In The Generalized Relative Gol‘dberg Order and Type: Some Remarks on Functions of Complex Variables, the authors have discussed the generalized comparative growth analysis of entire functions of several complex ....
The Stokes Phenomenon, Borel Summation and Mellin-Barnes Regularisation
The Stokes phenomenon refers to the emergence of jump discontinuities in asymptotic expansions at specific rays in the complex plane. This book presents a radical theory for the phenomenon by ....
Trefftz and Fundamental Solution-Based Finite Element Methods
This reference explains hybrid-Trefftz finite element method (FEM). Readers are introduced to the basic concepts and general element formulations of the method. This is followed by topics on non-homogeneous parabolic ....
Transformations: A Mathematical Approach- Fundamental Concepts
Mathematical transformations have applications in many everyday artistic (computer graphics and design), industrial (manufacturing) and scientific (informatics) processes. Transformations: A Mathematical Approach covers both the mathematical basics of transformations and ....
Advanced Numerical Methods for Complex Environmental Models: Needs and Availability
High air pollution levels pose a significant threat to plants, animals and human beings. Efforts by researchers are directed towards keeping air pollution levels below well defined ‘critical‘ levels in ....