Journey from Natural Numbers to Complex Numbers

Journey from Natural Numbers to Complex Numbers

EnglishPaperback / softbackPrint on demand
Shah Nita H.
Taylor & Francis Ltd
EAN: 9780367613334
Print on demand
Delivery on Tuesday, 22. of April 2025
CZK 554
Common price CZK 616
Discount 10%
pc
Do you want this product today?
Oxford Bookshop Praha Korunní
not available
Librairie Francophone Praha Štěpánská
not available
Oxford Bookshop Ostrava
not available
Oxford Bookshop Olomouc
not available
Oxford Bookshop Plzeň
not available
Oxford Bookshop Brno
not available
Oxford Bookshop Hradec Králové
not available
Oxford Bookshop České Budějovice
not available
Oxford Bookshop Liberec
not available

Detailed information

This book is for those interested in number systems, abstract algebra, and analysis. It provides an understanding of negative and fractional numbers with theoretical background and explains rationale of irrational and complex numbers in an easy to understand format.

This book covers the fundamentals, proof of theorems, examples, definitions, and concepts. It explains the theory in an easy and understandable manner and offers problems for understanding and extensions of concept are included. The book provides concepts in other fields and includes an understanding of handling of numbers by computers.

Research scholars and students working in the fields of engineering, science, and different branches of mathematics will find this book of interest, as it provides the subject in a clear and concise way.

EAN 9780367613334
ISBN 0367613336
Binding Paperback / softback
Publisher Taylor & Francis Ltd
Publication date October 9, 2024
Pages 80
Language English
Dimensions 216 x 138
Country United Kingdom
Authors Shah Nita H.; Thakkar, Vishnuprasad D.
Series Advances in Mathematics and Engineering
Manufacturer information
The manufacturer's contact information is currently not available online, we are working intensively on the axle. If you need information, write us on helpdesk@megabooks.sk, we will be happy to provide it.