A Treatise on Probability

Keynes, John Maynard

Published by Atlantic
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B00APY85F8 Used good or better, we ship best copy available! May have signs of use, may be ex library copy. Book Only. Expedited shipping is 2-6 business days after shipment, standard is 4-14 business days after shipment. Used items do not include access codes, cd's or other accessories, regardless of what is stated in item title. If you need to guarantee that these items are included, please purchase a brand new copy. Bookseller Inventory #

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Title: A Treatise on Probability
Publisher: Atlantic


Book Condition: Good

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Keynes, John Maynard
Published by MacMillan And Co. (1952)
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Book Description MacMillan And Co., 1952. Book Condition: Fair. Reprint. N/A. Former Library book. Shows definite wear, and perhaps considerable marking on inside. Bookseller Inventory # GRP81265018

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John Maynard Keynes
ISBN 10: 8126916729 ISBN 13: 9788126916726
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Book Description 2012. Hardcover. Book Condition: New. 456 pages. English The Title A Treatise On Probability (Vol.2), written by John Maynard Keynes, Bookseller Inventory # Zself33

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MAYNARD KEYNES, John.
Published by Macmillan., London, (1963)
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Book Description Macmillan., London, 1963. Tapa dura con sobrecubiertas; buen estado de conservacion. Tamaño: 22 x1 4,5 cm., 466 pag. FILOSOFIA-PENSAMIENTO LEA NUESTRAS CONDICIONES DE VENTA Y GASTOS DE ENVIO. Bookseller Inventory # 92517

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John Maynard Keynes
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Book Description Harper & Row. Paperback. Book Condition: GOOD. Good: Gently used may contain ex-library markings, possibly has some minor highlighting, textual notations, and or underlining. Text is still easily readable. Bookseller Inventory # 2639978410

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John Maynard Keynes
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Book Description 2013. Book Condition: New. ***This is the EBook version (.pdf format) of the 1921 edition. Scanned from the original book !!** You will be receiving the text of this book via download. An email will be sent shortly to your email address containing the download instructions. Refund requests for 'Buyer does not want item' after an ebook has been received will not be accepted. Bookseller Inventory # 627392

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Keynes, John Maynard
Published by New York: Harper & Row 1962 (1962)
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Book Description New York: Harper & Row 1962, 1962. OBrosch., 259 Seiten, 8°, Deckel sind berieben und vergilbt, Bindung gelöst und einige Seiten lose, sonst guter Zustand. Book Language/s: en. Bookseller Inventory # A18149

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John Maynard Keynes
Published by Atlantic (2012)
ISBN 10: 8126916729 ISBN 13: 9788126916726
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Book Description Atlantic, 2012. Book Condition: New. This is an Int'l Edition. Please note: We do not ship to PO Boxes, please provide us with your complete delivery address. Bookseller Inventory # ATLP-1442

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Keynes, John Maynard
Published by TheClassics.us (2016)
ISBN 10: 1230339116 ISBN 13: 9781230339115
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Book Description TheClassics.us, 2016. Paperback. Book Condition: New. PRINT ON DEMAND Book; New; Publication Year 2016; Not Signed; Fast Shipping from the UK. No. book. Bookseller Inventory # ria9781230339115_lsuk

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John Maynard Keynes
Published by Atlantic Publishers & Distributors (P) Ltd. (2012)
ISBN 10: 8126916729 ISBN 13: 9788126916726
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BookVistas
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Book Description Atlantic Publishers & Distributors (P) Ltd., 2012. Softcover. Book Condition: New. Probability theory is a well-established branch of mathematics that finds applications in a wide area of scholarly activities such as in physics, chemistry, geology, medicine, economics, sociology, engineering, operation research, etc. With his insightful exploration of the probabilistic connection between philosophy and the history of science, John Maynard Keynes, perhaps the best known of economists, breathed new life in the study of both these disciplines. His A Treatise on Probability is an outstanding mathematical work and is widely considered as an important contribution to the theory regarding the logical probability of proportions. What Keynes wrote is sacrosanct and has been retained in this book. His original book is in 31 chapters. In order to facilitate updating, we have combined some chapters and presented it in 26 chapters and converted it into third person from the original first person, keeping in view the modern trend. We have added important developments that have taken place since Keynes wrote the book, to provide updated material to the students and teachers of various disciplines. The book is divided into five parts. Part-I provides fundamental ideas on probability. Part-II contains fundamental theorems. Part-III deals with induction and analogy. Part-IV throws light on some philosophical applications of probability, while Part-V relates to the foundations of statistical inference. Bibliography has been updated by including more books. Index also stands revised and updated. Exclusive chapters ?Practice Problems? have been added in each part except Part-IV, containing a large number of solved exercises providing plenty of opportunity to the students for practicing skills and developing a sound understanding of the subject. Unsolved exercises have been given under ?Test Yourself? The book with updated matter and in its present layout will be useful for students and teachers of various disciplines including economics, physical sciences, engineering, geology, statistics, economics and sociology. Contents : Volume - II?Part-IV?Some Philosophical Applications of Probability?16. The Meanings of Objective Chance, and of Randomness; 17. The Application of Probability to Conduct; 18. Probability Distributions; 19. Probability Densities; 2. Practice Problems?Part-V?The Foundations of statistical inference?21. The Nature of Statistical Inference; 22. Special Discrete Probability Distributions; 23. Special Continuous Probability Distributions; 24. Inversion of Bernoulli?s Theorem and Methods of Lexis; 25. Outline of a Constructive Theory; 26. Practice Problems; Tables; Bibliography; Index Printed Pages: 992. Bookseller Inventory # 70064

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John Maynard Keynes
Published by Theclassics.Us, United States (2013)
ISBN 10: 1230339116 ISBN 13: 9781230339115
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Book Description Theclassics.Us, United States, 2013. Paperback. Book Condition: New. 246 x 189 mm. Language: English . Brand New Book ***** Print on Demand *****.This historic book may have numerous typos and missing text. Purchasers can usually download a free scanned copy of the original book (without typos) from the publisher. Not indexed. Not illustrated. 1921 edition. Excerpt: . CHAPTER XXXIII OUTLINE OF A CONSTRUCTIVE THEORY 1. There is a great difference between the proposition It is probable that every instance of this generalisation is true and the proposition It is probable of any instance of this generalisation taken at random that it is true. The latter proposition may remain valid, even if it is certain that some instances of the generalisation are false. It is more likely than not, for example, that any number will be divisible either by two or by three, but it is not more likely than not that all numbers are divisible either by two or by three. The first type of proposition has been discussed in Part III. under the name of Universal Induction. The latter belongs to Inductive Correlation or Statistical Induction, an attempt at the logical analysis of which must be my final task. 2. What advocates of the Frequency Theory of Probability wrongly believe to be characteristic of all probabilities, namely, that they are essentially concerned not with single instances but with series of instances, is, I think, a true characteristic of statistical induction. A statistical induction either asserts the probability of an instance selected at random from a series of propositions, or else it assigns the probability of the assertion, that the truth frequency of a series of propositions {i.e. the proportion of true propositions in the series) is in the neighbourhood of a given value. In either case it is asserting a characteristic of a series of propositions, rather than of a particular proposition. Whilst, therefore, our unit in the case of Universal Induction is a single instance which satisfies both the condition and the conclusion of our generalisation, our unit in the case of Statistical Induction is not a. Bookseller Inventory # AAV9781230339115

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