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Author: Marcia Schonberg
Publisher: Count Your Way Across the U.S.
ISBN: 9781585360840
Category : Juvenile Nonfiction
Languages : en
Pages : 0
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Book Description
Presents short rhymes about numbers of objects from one through fourteen and provides information about the Ohio natural history and social studies topics that the objects represent. Also includes a set of open-ended counting problems.
Author: Marcia Schonberg
Publisher: Count Your Way Across the U.S.
ISBN: 9781585360840
Category : Juvenile Nonfiction
Languages : en
Pages : 0
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Book Description
Presents short rhymes about numbers of objects from one through fourteen and provides information about the Ohio natural history and social studies topics that the objects represent. Also includes a set of open-ended counting problems.
Author: Imran Hamza Alawiye
Publisher:
ISBN: 9780954083311
Category : Arabic language
Languages : en
Pages : 68
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Book Description
Aimed at the beginner who has no prior knowledge of Arabic, this work begins with the first letter of the alphabet, and gradually builds up the learner's skills to a level where he or she would be able to read a passage of vocalised Arabic text. It also includes numerous copying exercises that enable students to develop a clear handwritten style.
Author: Hob Broun
Publisher: Open Road Media
ISBN: 1480452564
Category : Fiction
Languages : en
Pages : 161
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Book Description
DIVDIVFrom the author of Inner Tube and Odditorium, a book of strikingly original, convention-defying short stories/div Cardinal Numbers is a posthumous collection of brilliantly enigmatic short fiction by Hob Broun, written with the aid of a respirator when the author was paralyzed from the neck down. Witty and full of minimalist surprise, these stories flirt with fragment, fabulism, and collage. In “Rosella, in Stages,” an old woman’s experience is movingly charted through the voice of her writing in six different life stages—and in six pages, no less. “Highspeed Linear Main Street,” a standout tale and an artistic credo of sorts, centers on a photographer’s fixation on highway life, while the surreal “Finding Florida” features a Che Guevara who becomes struck with longing for a librarian and receives some unwelcome news from a fortune teller.DIV Powerfully felt as well as mordantly funny, Cardinal Numbers is a freshly singular contribution to the American short story./divDIV/div/div
Author: A. G. Hamilton
Publisher: Cambridge University Press
ISBN: 9780521287616
Category : Mathematics
Languages : en
Pages : 272
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Book Description
Following the success of Logic for Mathematicians, Dr Hamilton has written a text for mathematicians and students of mathematics that contains a description and discussion of the fundamental conceptual and formal apparatus upon which modern pure mathematics relies. The author's intention is to remove some of the mystery that surrounds the foundations of mathematics. He emphasises the intuitive basis of mathematics; the basic notions are numbers and sets and they are considered both informally and formally. The role of axiom systems is part of the discussion but their limitations are pointed out. Formal set theory has its place in the book but Dr Hamilton recognises that this is a part of mathematics and not the basis on which it rests. Throughout, the abstract ideas are liberally illustrated by examples so this account should be well-suited, both specifically as a course text and, more broadly, as background reading. The reader is presumed to have some mathematical experience but no knowledge of mathematical logic is required.
Author: Lev D. Beklemishev
Publisher: Elsevier
ISBN: 0080954863
Category : Computers
Languages : en
Pages : 365
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Book Description
Set Theory
Author: Henry F. De Francesco
Publisher: Xlibris Corporation
ISBN: 1503521516
Category : Mathematics
Languages : en
Pages : 131
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Book Description
In preparing this monograph I had three objectives. First, I wanted to introduce the reader to some topics in mathematics that seldom receive coverage in typical high school and college math programs. The topics include axioms, sets, logic, truth tables and plausible reasoning. In the sections on logic and plausible reasoning, I wanted the reader to see how to transition from formal (mathematical) logic to plausible logic when analyzing the reliability of a source and the credibility of its information content. Readers whose formal education did not cover these topics were not given the opportunity to develop the skills necessary to compete successfully in the world of finance, business and management. These readers will find the information on sets, logic, truth tables and plausible reasoning especially useful. Included are examples that show how the new analysis skills can help analysts draw conclusions and make important decisions from subjective information supplied by less than reliable sources. Second, I wanted the reader to see how subjects in the foundations area of mathematics are used to develop the real number system and its extension through transfinite cardinal numbers. The development of the number system starts with a description of the history of numbers. Readers will find the history both interesting and understandable. The real number continuum is identified as consisting of seven sets of numbers. Each set of numbers can stand alone. The number sets include the simple to understand natural numbers to the more abstract transcendental numbers. Each set is defined and included in a vocabulary consisting of the natural numbers N, integers Z, the rational numbers F, the algebraic numbers A, transcendental numbers T, irrational numbers I, and real numbers R. Venn diagrams are used to explain the relationships existing among the seven sets. The relationships allow the reader to understand the role played by sets and logic in the development of the number system. Included In the development of the real number system are examples of base2 numbers and the algorithms used to convert between base 2 and base 10 numbers. Power Sets are introduced to show how the size of sets can be increased exponentially beyond the cardinal numbers N0 and c. Finally, through exponentiation, cardinal numbers are generated beyond the N0
Author: Trudy Harris
Publisher: Millbrook Press ™
ISBN: 154150139X
Category : Juvenile Fiction
Languages : en
Pages : 33
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Book Description
Nearly everyone has heard about the little piggy that went to the market and the one that stayed home-but there's a lot more to the story! 20 Hungry Piggies completes the tale while, unbeknownst to the reader, teaching an important math concept at the same time. There are many counting books that deal with cardinal numbers (1,2,3,etc), but this book teaches ordinal numbers as well-an important part of the kindergarten math curriculum. As an added bonus, children will have a great time trying to find the hidden wolf and hidden numbers in each spread.
Author: Michael Holz
Publisher: Springer Science & Business Media
ISBN: 3034603274
Category : Mathematics
Languages : en
Pages : 309
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Book Description
This book is an introduction to modern cardinal arithmetic, developed in the frame of the axioms of Zermelo-Fraenkel set theory together with the axiom of choice. It splits into three parts. Part one, which is contained in Chapter 1, describes the classical cardinal arithmetic due to Bernstein, Cantor, Hausdorff, Konig, and Tarski. The results were found in the years between 1870 and 1930. Part two, which is Chapter 2, characterizes the development of cardinal arith metic in the seventies, which was led by Galvin, Hajnal, and Silver. The third part, contained in Chapters 3 to 9, presents the fundamental investigations in pcf-theory which has been developed by S. Shelah to answer the questions left open in the seventies. All theorems presented in Chapter 3 and Chapters 5 to 9 are due to Shelah, unless otherwise stated. We are greatly indebted to all those set theorists whose work we have tried to expound. Concerning the literature we owe very much to S. Shelah's book [Sh5] and to the article by M. R. Burke and M. Magidor [BM] which also initiated our students' interest for Shelah's pcf-theory.
Author: Georg Cantor
Publisher:
ISBN:
Category : Number theory
Languages : en
Pages : 236
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Book Description
Author: Benjamin Wardhaugh
Publisher: Princeton University Press
ISBN: 1400841984
Category : Mathematics
Languages : en
Pages : 389
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Book Description
An entertaining and informative anthology of popular math writing from the Renaissance to cyberspace Despite what we may sometimes imagine, popular mathematics writing didn't begin with Martin Gardner. In fact, it has a rich tradition stretching back hundreds of years. This entertaining and enlightening antholog—the first of its kind—gathers nearly one hundred fascinating selections from the past 500 years of popular math writing, bringing to life a little-known side of math history. Ranging from the late fifteenth to the late twentieth century, and drawing from books, newspapers, magazines, and websites, A Wealth of Numbers includes recreational, classroom, and work mathematics; mathematical histories and biographies; accounts of higher mathematics; explanations of mathematical instruments; discussions of how math should be taught and learned; reflections on the place of math in the world; and math in fiction and humor. Featuring many tricks, games, problems, and puzzles, as well as much history and trivia, the selections include a sixteenth-century guide to making a horizontal sundial; "Newton for the Ladies" (1739); Leonhard Euler on the idea of velocity (1760); "Mathematical Toys" (1785); a poetic version of the rule of three (1792); "Lotteries and Mountebanks" (1801); Lewis Carroll on the game of logic (1887); "Maps and Mazes" (1892); "Einstein's Real Achievement" (1921); "Riddles in Mathematics" (1945); "New Math for Parents" (1966); and "PC Astronomy" (1997). Organized by thematic chapters, each selection is placed in context by a brief introduction. A unique window into the hidden history of popular mathematics, A Wealth of Numbers will provide many hours of fun and learning to anyone who loves popular mathematics and science.
