The Number Concept: Its Origin and Development (eBook)

Levi L. Conant (Autor)

eBook Download: EPUB

2022
149 Seiten
DigiCat (Verlag)
859-654732324-2 (EAN)

Infos

In "The Number Concept: Its Origin and Development," Levi L. Conant delves into the intricate evolution of numerical systems, tracing the philosophical and historical roots of humanity's understanding of numbers. This meticulously researched work weaves together elements of mathematics, linguistics, and anthropology, creating a tapestry that illustrates how different cultures have conceptualized numbers over time. Conant employs a scholarly yet accessible style, making complex ideas understandable while inviting readers to appreciate the profound implications of numerical concepts on human thought and civilization. Levi L. Conant, a distinguished mathematician and educator, brings a wealth of knowledge and expertise to this exploration. His academic background and keen interest in the origins of mathematical thinking likely stem from his experiences as an educator and his deep appreciation for diverse cultural perspectives. Conant's ability to synthesize vast amounts of information demonstrates his commitment to bridging historical and modern interpretations of numerical significance, which serves as the backbone of this profound study. This book is highly recommended for scholars and enthusiasts alike, offering a compelling look at the foundations of numerical understanding. Readers will gain not only historical insights but also a deeper appreciation of how numbers shape our perception of reality, making this work an invaluable addition to the libraries of mathematicians, historians, and educators.

Autor

Levi Leonard Conant (1857–1916) was an American mathematician known for his work in the field of number theory and its history. A scholar with an enduring interest in the evolution of mathematical concepts, Conant made significant contributions to understanding the development of number systems through his seminal work 'The Number Concept: Its Origin and Development', first published in 1896. This book elucidates the historical and cultural contexts in which numerical systems emerged and evolved across various civilizations, providing valuable insights to mathematicians and historians alike. Conant's grasp of mathematical history was backed by rigorous scholarship, as he explored the progress from primitive counting practices to the sophisticated abstractions used in his time. His literary style combined academic thoroughness with an accessible narrative, aiming to reach both his peers in the academic community and a broader audience interested in the genesis of mathematical ideas. Beyond 'The Number Concept,' Conant also contributed to academic journals, sharing his research and expanding the discourse on mathematical history. His academic career was largely spent at the Worcester Polytechnic Institute, where he served as a professor of mathematics and displayed an unwavering commitment to education and research in his discipline.

Produkt-Details

• Erscheint lt. Verlag: 16.9.2022
• Verlagsort: Prague
• Sprache: englisch
• Themenwelt: Literatur
• Themenwelt: Mathematik / Informatik ► Mathematik
• Schlagworte: academic classics • antique scientific literature • Classic • classic scholarly texts • Cognitive evolution exploration • Complexity accessibility study • Cultural origins • educational resource mathematics • Educational value • Engaging Writing Style • evolution of mathematical thought • Historical analysis mathematics • historical development of concepts • Historical Mathematics • Intellectual history • Intellectual Journey • Levi L. Conant works • mathematical evolution • Mathematical History • Mathematical scholarship • Mathematical theory development • Mathematics • Mathematics and civilization • Mathematics in literature • Number concept • Number Systems • number theory exploration • Numerical systems history • Origins of Mathematics • philosophy of mathematics • Quantitative thought journey • scholarly analysis • scholarly research contributions