INTRODUCTION TO MODERN MATHEMATICS

Discover the fascinating world of modern mathematics with this academic textbook. Ideal for first-year mathematics students and anyone interested in deepening their mathematical knowledge. This publication is the key to understanding mathematical logic, set theory, and abstract algebra.

• Complete coverage of material on mathematical logic
• Accessible introduction to set theory
• Solid foundations of abstract algebra
• Ideal for students and mathematics enthusiasts
• Preparation for further mathematical studies
• Reprint of a well-known and respected textbook

The textbook "Introduction to Modern Mathematics" is an indispensable aid for first-year mathematics students at universities. It contains elements of mathematical logic, set theory, and abstract algebra to provide the reader with adequate preparation for studying mathematics. This publication is the result of the authors' many years of experience in teaching mathematics at the academic level, which guarantees its high quality and usefulness.

This book is primarily intended for first-year mathematics students who, according to the curriculum, are required to take the course "Introduction to Mathematics." It will also be useful for students of science and engineering faculties of various universities, and even for humanities students who want to prepare for deeper mathematical studies. With this publication, you will gain a solid foundation that will allow you to successfully continue your mathematics studies at higher levels.

The Scientific Publishing House PWN, known for its high-quality scientific publications, presents readers with another reprint of this valued textbook. This is a guarantee of reliable knowledge and solid preparation for mathematics studies. Whether you are a student, teacher, or simply a mathematics enthusiast, this book will certainly meet your expectations and help you in your further scientific development.

This textbook is characterized by clear and accessible language, which makes it easier to understand even the most complex mathematical issues. The authors have ensured that the theory is supported by numerous examples and exercises, which allows for the practical application of the acquired knowledge. As a result, learning mathematics becomes not only effective but also enjoyable and inspiring.