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eBook Introduction to Probability Theory ePub

eBook Introduction to Probability Theory ePub

by Paul G. Hoel,Sidney C. Port

  • ISBN: 039504636X
  • Category: Mathematics
  • Subcategory: Math Science
  • Author: Paul G. Hoel,Sidney C. Port
  • Language: English
  • Publisher: Houghtion Mifflin; 1 edition (June 30, 1972)
  • Pages: 272
  • ePub book: 1277 kb
  • Fb2 book: 1313 kb
  • Other: mbr mobi doc txt
  • Rating: 4.6
  • Votes: 192

Description

This book is an excellent choice for anyone who is interested in learning the elementary probability theory(. calculus-based probability rather than measure theoretic probability).

This book is an excellent choice for anyone who is interested in learning the elementary probability theory(. The book assumes the readers have no prior exposure to this subject. However, the readers are expected to have a working knowledge of calculus.

Introduction to probability theory. Paul G. Hoel, Sidney C. Port, Charles J. Stone. Скачать (djvu, . 2 Mb). Скачать (pdf, 1.

Introduction to Mathematical Statistics. John Wiley & Sons, Inc. Hoel. Other readers will always be interested in your opinion of the books you've read. Whether you've loved the book or not, if you give your honest and detailed thoughts then people will find new books that are right for them. 1. Handbook of Game Theory with Economic Applications, Volume 3. North Holland. Hoe. Sidney C. Port Charles J. Stone University of California, Los Angeles. Houghton mifflin company. The first volume, Introduction to Probability Theory, presents the fundamental ideas of probability theory and also prepares the student both for courses in statistics and for further study in probability theory, including stochastic processes. The second volume, Introduction to Statistical Theory, develops the basic theory of mathematical statistics in a systematic, unified manner.

Full recovery of all data can take up to 2 weeks! So we came to the decision at this time to double the download limits for all users until the problem is completely resolved. Thanks for your understanding! Progress: 8. 4% restored. Главная Introduction to Probability Theory. Introduction to Probability Theory. Categories: Mathematics\Probability

4. Published by Houghtion Mifflin (1972).

4. ISBN 10: 039504636X ISBN 13: 9780395046364.

Sidney Port, Charles Stone, Paul Gerhard Hoel.

Introduction to Probability Theory book.

Finding books BookSee BookSee - Download books for free. Category: Probability. 2 Mb. Introduction to statistical theory. Paul . Hoel) Hoel, Sidney C Port, Charles J. Category: Statistics and applications. 6 Mb. Brownian motion and classical potential theory. Port, Charles Joel Stone. 7 Mb. Category: M Mathematics, MP Mathematical physics.

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Comments

Sataxe Sataxe
I agree with everything other reviewers have said about this book and more.
Malodor Malodor
It's clearly a classic among the probability for beginners books. I haven't read it completely, but its merits are truly clear. There are lots of examples in each chapter, and furthermore, there are completely clear (which is something that a student takes into account). I won't say this is the best book, just because it does not seem to be such thing. However I'd advice people to buy this book (used, if possible, because the price by purchasing it new is ridiculous).
Porgisk Porgisk
This book is truly fundamental in terms of its conciseness and precision. Truly lucky that I found this book. It builds a strong theory foundation and due to its conciseness, it forces you to think and go beyond the book. If you like Rudin's principles of mathematical analysis, the style of the book is similar though it is much easier to read than Rudin. Other books like Sheldon Ross are wordy, hence it makes it hard to identify which parts of the book are important. Seriously though, get the book, its one of the best.
Eigeni Eigeni
I picked up this book for free in a library give away and didn't realize my good fortune until I read the first chapter. My undergrad probability class used Sheldon Ross's Intro To Probability Models book, which certainly contains interesting examples but lacks the intuitive explanation and rigorous (enough for an undergraduate at least) derivations of this book. Chapter 2 alone provided a better treatment of counting and combinatorics than any book I've seen, outside of perhaps Feller Volume 1. Most of the exercises have solutions in the back, which are very convenient for self-study, and the exercises themselves range from straightforward to slightly tricky, although all are very manageable. I am looking forward to tackling HPS's Stochastic Processes book next.
Biaemi Biaemi
This was the book I used in my undergrad studies in probability & statistics. By truly studying every page of this easy to follow & concise book I was able to become something of an expert in probability & statistics -- at least that is what I am known as in my engineering profession.

I can truly attest to the fact that this book almost single handily provided me with this expertise. I was truly able to learn about probability & statistics because of this book.

I very highly recommend this book to anyone who truly wants to learn and UNDERSTAND probability & statistics.

I give this book the highest star ratings times three. To me it's by far the gold medal of probability & statistics books. Do whatever you can to buy a copy -- and study it thoroughly. By the end of the book you will truly be another expert and truly understand probability & statistics.

- Mike Peralta

Feel free to contact me if you wish at: [email protected]
Questanthr Questanthr
I first noticed this book during the time that I spent at UC Berkeley as an undergraduate applied mathematics major. It was being used for Stat 101, and though I was not taking that course, I bought it because it looked even from casual inspection to be very well laid out, covering important and interesting issues in basic probability.
The strongest feature of this book from my point of view is its conciseness. Much is presented in as short a time as possible, and because of that the book is much more readable than many others of its level. In addition to conciseness, the authors (in my edition Hoel, Port, and Stone) have made a commendable effort to present the reader with clear and concrete definitions, compact theorems (many proven), and abundant useful examples. In the back of the book nearly all of the solutions of the chapter exercises are given, unlike many books where answers to only the odd problems are given. I believe that this book is ideal for self-study, and that much use of it could also be made as a textbook for an undergraduate course in probability. The exercises are not very difficult, but they are by no means trivial, and much can be learned from them. At the end of a close study of this book the reader would be ready to enter into a program of undergraduate level mathematical statistics, or into a further study of probability with the confidence inspired by a firm understanding of the most fundamental and key concepts in probability theory.
Feri Feri
This book is an excellent choice for anyone who is interested in learning the elementary probability theory(i.e. calculus-based probability rather than measure theoretic probability). The book assumes the readers have no prior exposure to this subject. However, the readers are expected to have a working knowledge of calculus. While there are many textbooks of the same nature, this book stands out by its clarity, completeness and elegance. The authors present the material in an extremely clear way that any serious reader is able to follow from the beginning to the end. It is absolutely a first-class textbook! A must for anyone interested in elementary probability. The only part I don't like is that the authors use "density function" instead of "probability mass function" for discrete random variable.
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