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The collection of numerical methods published in this book is divided into five chapters. The first chapter deals with discrete methods, the second chapter deals with continuous methods, the third chapter deals with mixed methods, the fourth chapter deals with difference and integration methods, and the last one discusses optimization. It also includes undergraduate homework problems that are used to illustrate various concepts discussed in this book. The author has successfully illustrated how these numerical techniques can be applied to different mathematical questions to find solutions. This book is a comprehensive account of different types of numerical techniques which can be applied in solving mathematical problems encountered by students during their college years. It has been written for undergraduate students of mathematics, engineering and computer science. The author is well known for her contribution to the field of numerical techniques. The book has been divided into five chapters, each chapter discussing discrete methods, continuous methods, mixed methods, difference and integration methods and optimization respectively. Each chapter discusses the relationship between different techniques. This is a quality textbook which can be used by teachers as well as students of mathematics, engineering and computer science. It is ideal for use in colleges where knowledge of numerical techniques is essential for all mathematical branches. The new edition of this book retains the original features that made the first edition a bestseller. In addition, certain important changes have been incorporated in this book. The concept of numerical techniques was introduced in the second chapter of this popular book. The entire chapter has been revised to include new topics viz., Monte Carlo methods, statistical methods, neural networks etc., Some new sections have also been added which deal with numerical integration, matrix algorithms and error estimation. A large number of problems have also been provided at the end of each section to help students understand these concepts better. A chapter on optimization has also been included in this revised edition. New sections dealing with polynomial interpolation and matrix codes have also been added to it. The revised edition of this popular book has been divided into five chapters. The first chapter deals with discrete methods, the second chapter deals with continuous methods, the third chapter deals with mixed methods, the fourth chapter deals with difference and integration methods, and the last one discusses optimization. It also includes undergraduate homework problems that are used to illustrate various concepts discussed in this book. The author has successfully illustrated how these numerical techniques can be applied to different mathematical questions to find solutions. This book is a comprehensive account of different types of numerical techniques which can be applied in solving mathematical problems encountered by students during their college years. It has been written for undergraduate students of mathematics, engineering and computer science. The author is well known for her contribution to the field of numerical techniques. The book has been divided into five chapters, each chapter discussing discrete methods, continuous methods, mixed methods, difference and integration methods and optimization respectively. Each chapter discusses the relationship between different techniques. The book has been divided into five chapters, each chapter discussing discrete methods, continuous methods, mixed methods, difference and integration methods and optimization respectively. Each chapter discusses the relationship between different techniques. The concept of numerical techniques was introduced in Chapter 2 where various discrete numerical algorithms are discussed including Interpolation Algorithms that are essential in solving mathematical problems encountered by students during their college years. cfa1e77820