Synopsis
Discover how mathematics reveals the hidden order behind nature, not just formulas.
This introduction presents mathematics as an abstract, universal science that underpins exact thought. It explains why the subject matters beyond sums and proofs, showing how general ideas connect real phenomena and how mathematics helps describe the world in a neutral, shared language.
From arithmetic and algebra to geometry and beyond, the text traces how ideas become powerful tools for understanding order, change, and law. It emphasizes clarity, concept over mere technique, and the way mathematical thinking underpins scientific explanation.
- See why arithmetic applies to tastes, sounds, and physical objects alike.
- Learn how algebra uses symbols to express general relationships.
- Explore the evolution of geometry and the rise of modern coordinate and projective ideas.
- Understand the role of abstract thinking in formulating universal laws that describe the world.
Ideal for readers seeking a clear, practical view of how mathematics shapes our understanding of reality.
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From the Back Cover
This distinguished little book offers a brisk introduction to a series of mathematical concepts, a history of their development, and a concise summary of how today's reader may use them.
About the Author
Alfred North Whitehead (1861 1947) was a prominent logician, mathematician and philosopher in the early twentieth century and helped pioneer the 'process philosophy' approach to metaphysics. He was Professor of Philosophy at Harvard University until his retirement in 1937.
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An Introduction to Mathematics (Classic Reprint)
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An Introduction to Mathematics (Classic Reprint)
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An Introduction to Mathematics (Classic Reprint)
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