
Algebra: A Very Short Introduction
por
Peter M. Higgins
Aún sin calificaciones
Formato
Tapa blanda
Páginas
144
Idioma
Inglés
Publicado
Dec 1, 2015
Editorial
Oxford University Press
Edición
First Edition
ISBN-10
0198732821
ISBN-13
9780198732822
Descripción
Peter M. Higgins invites readers on a brief yet enlightening journey into the world of algebra, showcasing its significance beyond mere calculations. With an accessible approach, he sheds light on the beauty of mathematical equations and the pivotal role they play in various fields of study.
The exploration delves into the historical evolution of algebra, tracing its roots and how it has transformed over time. Higgins emphasizes the connections between algebra and everyday life, illustrating how its principles govern everything from economics to engineering.
Moreover, the author encourages readers to rethink their preconceived notions about the subject, highlighting its elegance and the intellectual rigor required to master it. Through engaging explanations, he sparks curiosity and promotes a deeper understanding of concepts that might have once appeared daunting.
This inviting introduction serves not only as a primer for beginners but also as a refresher for those looking to rekindle their appreciation for algebra's aesthetic charm and functional power.
The exploration delves into the historical evolution of algebra, tracing its roots and how it has transformed over time. Higgins emphasizes the connections between algebra and everyday life, illustrating how its principles govern everything from economics to engineering.
Moreover, the author encourages readers to rethink their preconceived notions about the subject, highlighting its elegance and the intellectual rigor required to master it. Through engaging explanations, he sparks curiosity and promotes a deeper understanding of concepts that might have once appeared daunting.
This inviting introduction serves not only as a primer for beginners but also as a refresher for those looking to rekindle their appreciation for algebra's aesthetic charm and functional power.
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