Amazon cover image
Image from Amazon.com

How our emotions and bodies are vital for abstract thought: perfect mathematics for imperfect minds

By: Contributor(s): Material type: TextTextPublication details: Routledge 2018 LondonDescription: xvii, 218 pISBN:
  • 9781138565869
Subject(s): DDC classification:
  • 510.1 S9H6
Summary: If mathematics is the purest form of knowledge, the perfect foundation of all the hard sciences, and a uniquely precise discipline, then how can the human brain, an imperfect and imprecise organ, process mathematical ideas? Is mathematics made up of eternal, universal truths? Or, as some have claimed, could mathematics simply be a human invention, a kind of tool or metaphor? These questions are among the greatest enigmas of science and epistemology, discussed at length by mathematicians, physicians, and philosophers. But, curiously enough, neuroscientists have been absent in the debate, even though it is precisely the field of neuroscience—which studies the brain’s mechanisms for thinking and reasoning—that ought to be at the very center of these discussions. How our Emotions and Bodies are Vital for Abstract Thought explores the unique mechanisms of cooperation between the body, emotions, and the cortex, based on fundamental physical principles. It is these mechanisms that help us to overcome the limitations of our physiology and allow our imperfect, human brains to make transcendent mathematical discoveries. This book is written for anyone who is interested in the nature of abstract thought, including mathematicians, physicists, computer scientists, psychologists, and psychiatrists. https://www.routledge.com/How-Our-Emotions-and-Bodies-are-Vital-for-Abstract-Thought-Perfect-Mathematics/Sverdlik/p/book/9781138565869
Tags from this library: No tags from this library for this title. Log in to add tags.
Star ratings
    Average rating: 0.0 (0 votes)
Holdings
Item type Current library Collection Call number Status Date due Barcode Item holds
Book Book Ahmedabad General Stacks Non-fiction 510.1 S9H6 (Browse shelf(Opens below)) Available 199612
Total holds: 0

Table of Contents

List of Figures
Preface
Chapter 1. The unreasonable effectiveness of mathematics
Chapter 2. Why logic is never ideal
Chapter 3. Working memory and logical limitations
Chapter 4. Overpowered by emotion
Chapter 5. From cognition to recognition and back again
Chapter 6. Non-algorithmic thinking machine?
Chapter 7. How mathematics can outwit physiology
Afterword
Index

https://www.routledge.com/How-Our-Emotions-and-Bodies-are-Vital-for-Abstract-Thought-Perfect-Mathematics/Sverdlik/p/book/9781138565869

If mathematics is the purest form of knowledge, the perfect foundation of all the hard sciences, and a uniquely precise discipline, then how can the human brain, an imperfect and imprecise organ, process mathematical ideas? Is mathematics made up of eternal, universal truths? Or, as some have claimed, could mathematics simply be a human invention, a kind of tool or metaphor? These questions are among the greatest enigmas of science and epistemology, discussed at length by mathematicians, physicians, and philosophers. But, curiously enough, neuroscientists have been absent in the debate, even though it is precisely the field of neuroscience—which studies the brain’s mechanisms for thinking and reasoning—that ought to be at the very center of these discussions. How our Emotions and Bodies are Vital for Abstract Thought explores the unique mechanisms of cooperation between the body, emotions, and the cortex, based on fundamental physical principles. It is these mechanisms that help us to overcome the limitations of our physiology and allow our imperfect, human brains to make transcendent mathematical discoveries. This book is written for anyone who is interested in the nature of abstract thought, including mathematicians, physicists, computer scientists, psychologists, and psychiatrists.

https://www.routledge.com/How-Our-Emotions-and-Bodies-are-Vital-for-Abstract-Thought-Perfect-Mathematics/Sverdlik/p/book/9781138565869

There are no comments on this title.

to post a comment.

Powered by Koha