Introduction to Mathematical Structures and Proofs (Undergraduate Texts in Mathematics) 2nd ed. 2012 Edition
This book seeks to enhance the mathematical maturity of the reader.
Introduction to Mathematical Structures and Proofs (Undergraduate Texts in Mathematics) 2nd ed. 2012 Edition
Elementas #: 52196114

Introduction to Mathematical Structures and Proofs (Undergraduate Texts in Mathematics) 2nd ed. 2012 Edition

Elementas #: 52196114

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This book seeks to enhance the mathematical maturity of the reader.
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What Stands Out

Comprehensive Coverage
This textbook offers an in-depth exploration of mathematical structures and proofs, ensuring that undergraduate students gain a thorough understanding of essential concepts and methodologies in mathematics.
Clear Explanations
Each chapter is designed with clarity in mind, making complex topics accessible to students while fostering critical thinking and problem-solving skills necessary for advanced mathematics.
Engaging Exercises
Incorporating a variety of exercises and problems, this edition encourages active learning and helps students to apply theoretical knowledge to practical scenarios, enhancing their overall comprehension and retention.

Produkto Aprašymas

Shop Introduction to Mathematical Structures and Proofs (Undergraduate Texts in Mathematics) 2nd ed. 2012 Edition online at a best price in Lithuania. 1461442648
Item Weight2.5 lbs (1.13 kg)

Who Should Buy?

Suitable For
  • Undergraduate Students

    Ideal for undergraduate students pursuing mathematics or related fields, providing essential foundational knowledge in proofs and structures.

  • Math Instructors

    Great resource for instructors teaching proof-based mathematics, offering structured content and methodologies for effective teaching.

  • Self-Learners

    Perfect for independent learners seeking a deep understanding of mathematical logic, structures, and proof techniques.

Not Suitable For
  • High School Students

    Not suitable for high school students as the content assumes prior exposure to college-level mathematics concepts.

  • Casual Readers

    Not for casual readers or those seeking a light introduction to mathematics, as it is rigorous and intensive.

  • Non-Mathematics Majors

    Not ideal for students in non-mathematics fields who may not need such in-depth proof techniques and structures.

PRODUKTO APRAŠYMAS

Introduction to Mathematical Structures and Proofs (Undergraduate Texts in Mathematics) 2nd ed. 2012 Edition

Turite klausimų? Kalbekites su mumis

Klientų klausimai ir atsakymai

  • klausimas: Is this book suitable for self-study?

    Answer: Yes, it is intended for both bridge courses and self-study.
  • klausimas: Are solutions for exercises available online?

    Answer: Yes, solutions for even numbered exercises can be found on springer.com.
  • klausimas: What new material is included in the second edition?

    Answer: The new material includes sections on graph theory, number theory, and complex numbers.

Combinatorics Editorial Review

In a sea of complex math textbooks, "Gerstein's Mathematics: A Discrete Introduction" stands out as a delightful and comprehensive guide for those with a background in applied math looking to delve into the world of rigorous mathematics. The book covers a wide array of topics, seamlessly integrating diverse areas such as logic, set theory, functions, combinatorics, and number theory. Dr. Gerstein's approach of using these topics to teach clear proofs is deemed effective by readers, with many appreciating the gradual progression towards more advanced mathematical concepts. Readers find the book well-written, clear, and even humorous at times, making it not just educational but also engaging. Despite a few minor misprints, the text is error-free and able to capture the attention of both students and educators alike. While some readers find the chapter on number theory a bit ambitious, overall, the book is praised for its readability and the author's ability to inject personality into a typically challenging subject. A common critique is the limited number of practice problems in certain sections, with solutions offered only for select exercises in the back of the book. In comparison to other texts like Hammack's "Book of Proof," readers appreciate the depth and thoroughness of Gerstein's book, making it a top choice for those confident in their math skills. However, the unique perspectives offered by both texts make them complementary reads for those interested in expanding their mathematical knowledge. Whether used in a classroom setting or for self-study, "Gerstein's Mathematics: A Discrete Introduction" is lauded for its accessibility, coherence, and ability to provide a solid foundation for more complex mathematical studies. Overall, it seems to be a highly recommended resource for individuals looking to deepen their understanding of discrete mathematics. **

Customer Reviews & Ratings

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Argumentai "už"

  • Comprehensive coverage of diverse mathematical topics
  • Clear, engaging, and humorous writing style
  • Effective progression towards advanced concepts
  • Accessible for readers with a background in applied math

Minusai

  • Limited practice problems in some sections

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