Rakesh Kumar Pandey – författare

This Encyclopaedia is an introduction to Partial differential Equations and the relevant functional analysis tools which Partial Differential Equations require. The material intended is for graduate students of Mathematics and is based on a course that is taught in almost all Indian Universities. The purpose of the course, is to give students a rapid and solid Research-Oriented foundation in areas of partial Differential Equations. All the chapters have been organised in simple and lucid manner. The Encyclopaedia Starts with basics of differential Equation Making it Suitable for those with little background in Mathematics. The book is a is a of good size covering all the essential topics to Functions, Orthogonal Functions Laplace Transform, Infinite Series, Fourier Series, Intervals of Validity, Intervals of Validity. The Encyclopaedia focuses mainly on the Applications of Partial Differential Equation, and the Mathematical Formalism Is treated carefully but without diverging from the main objective.

This Encyclopaedia is an introduction to Partial differential Equations and the relevant functional analysis tools which Partial Differential Equations require. The material intended is for graduate students of Mathematics and is based on a course that is taught in almost all Indian Universities. The purpose of the course, is to give students a rapid and solid Research-Oriented foundation in areas of partial Differential Equations. All the chapters have been organised in simple and lucid manner. The Encyclopaedia Starts with basics of differential Equation Making it Suitable for those with little background in Mathematics. The book is a is a of good size covering all the essential topics to Functions, Orthogonal Functions Laplace Transform, Infinite Series, Fourier Series, Intervals of Validity, Intervals of Validity. The Encyclopaedia focuses mainly on the Applications of Partial Differential Equation, and the Mathematical Formalism Is treated carefully but without diverging from the main objective.

Encyclopaedia of Statistical Theory describes the fundamental concepts and application probability and statistics. By bringing together modern probability theory with the more practical application of statistics it bridges the gap between theory and practice. This encyclopaedia demonstrates the usefulness of geometric methods in probability theory and mathematical statistics, and shows close relationships between these disciplines and convex analysis. Deep facts and statements from the theory of convex sets are discussed with their applications to various questions arising in probability theory, mathematical statistics, and the theory of stochastic processes. This encyclopaedia takes advantage of modern technology, to facilitate statistical reasoning as well as the understanding and interpretation of statistical results. Encyclopaedia of Statistical theory covers the basics of descriptive statistics, including the most frequently used inferential tests for research design with two conditions (t-tests and their non-parametric of both descriptive and inferential statistics are discussed and illustrated in situations that are close to most students' own experience. Students with a background limited to basic algebra will be able to complete the necessary mathematical calculations. This encyclopaedia ids essential reading for practicing engineers who need a sound background knowledge of statistical and probabilistic concepts and methods of analysis for their everyday work. It is also a useful guide for graduate engineering students.