Science & Math | Mathematics
Introduction to Mathematical Philosophy
image1
By Bertrand Russell 19 Sep, 2019
SAVE FOR LATER
DOWNLOAD
Introduction to Mathematical Philosophy is a book by Bertrand Russell, published in 1919, written in part to exposit in a less technical way the main ideas of his and Whitehead's Principia Mathematica (1910–13), including the theory of descriptions ... Read more
Introduction to Mathematical Philosophy is a book by Bertrand Russell, published in 1919, written in part to exposit in a less technical way the main ideas of his and Whitehead's Principia Mathematica (1910–13), including the theory of descriptions. Ordered for its didactic utility rather than for the linearity of its assertions, this book makes a terrific supplement to a study of mathematical analysis. Logic is Russell's forte; here we find him at the top of his game. Starting with cardinal numbers, Russell begins by analyzing the mathematical concepts that people take most for granted, providing their logical foundations, clarifying their meanings, and identifying common pitfalls in our language about them. Less
  • File size
  • Print pages
  • Publisher
  • Publication date
  • Language
  • ISBN
  • 971.133 KB
  • 278
  • Public Domain Books
  • 2015-08-09
  • English
  • 9780486277240
autor-image
Bertrand Russell
Author
Bertrand Arthur William Russell, 3rd Earl Russell, OM, FRS, (18 May 1872 – 2 Feb 1970) was a Welsh philosopher, historian, logician, mathematician, advocate for social reform, pacifist, and prominen...
Related Books
view all
image1
Mathematical Modeling and Applied Calculus:
image1
College Placement Math Success in 20 Minutes a Day:
image1
Orthogonal Polynomials and Painlevé Equations:
image1
A Treatise on Probability:
image1
Applied Linear Algebra:
image1
Topics in Computational Number Theory Inspired by Peter L. Montgomery:
image1
Solutions Manual to accompany Fundamentals of Matrix Analysis with Applications:
image1
Probability:
image1
Introduction to Lie Groups and Lie Algebra, 51:
image1
Time Series Analysis with Long Memory in View:
image1
99 Variations on a Proof:
image1
How to Think Like a Mathematician:
image1
College Algebra:
image1
Trigonometry Essentials Practice Workbook with Answers:
image1
Bayesian Inference for Stochastic Processes:
image1
The Indisputable Existence of Santa Claus:
image1
Deductive Logic:
image1
Intermediate Algebra & Analytic Geometry:
image1
The Earliest Arithmetics in English:
image1
Set Theory An Introduction To Independence Proofs:
image1
The philosophy of mathematics:
image1
Solving Problems in Geometry:
image1
Analyzing Longitudinal Clinical Trial Data:
image1
The King of Infinite Space : Euclid and His Elements:
image1
An Introduction to Generalized Linear Models:

Stay in touch.

© 2024 AMPLE READS