p-adic numbers: An introduction book

p-adic numbers: An introduction Fernando Quadros Gouvea
Publisher: Springer

Author: George Bachman Type: eBook. GO Introduction to p-adic numbers and valuation theory. Publisher: Academic Press Page Count: 182. For this reason they presuppose as little background as possible. MathNotations: Take any number, Add Three, Divide number of times. These lecture notes are intended as an introduction to p -adic analysis on the elementary level. I highly recommend this book as an introduction to the theory of Diophantine equations with a different flavor from the present course. I mentioned in lecture something called the Hasse Principle, which holds for simple kinds of equations. Chapter we introduce symbolic logic and set theory. Home · About · ← Introduction to Topology 2: Bases and Subbases If $pgeq 2$ is an integer, a $p$-adic rational is a real number $r=rac{k}{p^n}$ for some nonnegative integer $k$ and positive integer $n$. Now, we've discussed numbers having square-roots in some {bf Q}_p (or {bf R} ) and not others. You can read about this in the book 'A course in arithmetic' by J.-P. P-adic numbers, p-adic analysis, and zeta-functions by Neal KoblitzMediafire link download Math book and Math softwareP-adic numbers, p-adic analysis, and zeta-functions by Neal Koblitz. Language: English Released: 1964. These are not speciï¬ c to calculus,.