In this collection, the authors investigate a variety of hazards that drilling operations may be exposed to. Some may be location dependent and som...

In the study of integers over many centuries, simple but very useful data have often been overlooked or at least sparingly used. The development of...

Arithmetic, math, algebra, geometry, trigonometry, calculus and statistics are all part of the modern world, yet so few of us know where these fiel...

This book consists of two parts. The first part is on the development of the proposition that if there exists a type of function, then there exists...

Set theory has become one of the most respected fields in mathematics due to the situation in which sets are used to build all mathematical structu...

This book is dedicated to the common theory creation problems of recognition systems. The proposed theory explores processes of recognition, quanti...

Extreme value theory is a branch of statistics dealing with the extreme deviations from the median of probability distributions. The general theory...

In calculus, we integrate functions using two types of integration -- definite integration and indefinite integration. In functional analysis, we i...

Topological, Projective & Combinatorial Properties Of Spaces

This book is a compendious collection of papers designed to expose the current trends in mathematical modelling. It details current research on mod...

The African Diaspora presents mathematical research of highest rank. It offers a forum for mathematical research with some emphasis on the contribu...

Computers have taken a permanent place in almost every human endeavour in the last 20 years. This infiltration requires a learning process on the p...

This book presents, recent and important research from around the world on the theory and methods of linear or non-linear evolution equations as we...

CONTENTS: Introduction; Arcs & Angles; The Six Fundamental Trigonometric Functions; The Summation Formulas Trigonometric Functions; Transformat...

This book presents a non-traditional approach to the theory of turbulence. Its objective is to prove that Newtonian mechanics is fully equipped for...

In recent times, polynomial chaos expansion has emerged as a dominant technique to determine the response uncertainties of a system by propagating ...

This book is intended for undergraduate and graduate researchers and practitioners in computational sciences and as a reference book for an advance...

This book focuses on the study of several properties of Banach spaces applied to diverse problems in functional and numerical analysis. Many proble...

This book intends to highlight how the Theory of Probability supports, not only statistical modeling but how it allows describing different real li...

Quaternions are members of a noncommutative division algebra first invented by William Rowan Hamilton. They form an interesting algebra where each ...

The current offering from Nova Science Publishers titled Understanding the Schrödinger Equation: Some [Non]Linear Perspectives is a collection of s...

A certain classification of open manifolds has been a continuous problem in geometry, topology and global analysis. The background for this is the ...

This book encompasses recent developments of variational calculus for time scales. It is intended for use in the field of variational calculus and ...

This book is a collection of survey articles in a broad field of the geometrical theory of the calculus of variations and its applications in analy...