Author: E.J. Lemmon

Publisher: CRC Press

ISBN: 9780412380907

Category: Mathematics

Page: 240

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Search Results for: beginning-logic

## Beginning Logic

The aim of this book is to provide an exposition of elementary formal logic. The course, which is primarily intended for first-year students who have no previous knowledge of the subject, forms a working basis for more advanced reading and is presented in such a way as to be intelligible to the layman. The nature of logic is examined with the gradual introduction of worked samples showing how to distinguish the sound statement from the unsound. Arguments whose soundness cannot be proved by propositional calculus are discussed, and it is shown how formalization can reveal the logical form of arguments. The final section of the book deals with the application of the predicate calculus as applied in various other fields of logic.
## Beginning Logic

## A Teaching Companion to Lemmon's Beginning Logic

This brief volume supplements Lemmon's classic introductory logic text with almost 200 new exercises, many of them solved, solutions to selected exercises in Beginning Logic itself, a helpful commentary on Lemmon’s use of key technical terms, alternative formulations, and advice to students.
## Beginning Logic

## Beginning Mark Logic with Xquery and Marklogic Server

This book, Beginning MarkLogic with XQuery and MarkLogic Server, is one that will enable you to start using this exciting technology quickly. You will learn essential techniques and functions for using XQuery and MarkLogic Server. Each chapter is carefully structured so that it takes very little time to learn and master. The chapters in the XQuery section contains hands-on code examples that you can practice as you are reading it. This book helps you to understand the technology and how to work with it, and gain confidence so you can succeed in your real work environment. MarkLogic chapters cover fundamental knowledge in MarkLogic Server architecture, search, thesaurus, lexicons, spelling, geospatial functions, creating alerts, error handling, and how to work with MarkLogic documents and databases. XQuery chapters covers essential XQuery skills such as working with XML documents from various locations, predicates, data types, string manipulation, working with numbers, date and time, grouping, sorting, navigating within the XML document, and good programming practices. This book is an introduction to MarkLogic Server and XQuery. The content of this book is designed for the reader who has no knowledge of MarkLogic Server and XQuery. We hope this book will help our readers to acquire some essential skills and knowledge so they can become comfortable working with these technologies. We simply assume readers have some basic knowledge about XML to understand the examples in these chapters. This book is not intended to help readers who have already worked with MarkLogic Server and XQuery for a while. Most information in this book is focused on the very basics. The materials in this book also place more emphasis on development than administration.
## Beginning Links to Logic - Grades 2-4

Welcome to the beginner’s world of logic! Logical thinking is a lifelong skill that is developed, practiced, and even enjoyed. The reproducible activities and puzzles in the five sections of this book are designed to teach students to think through problems. Sections include deductive reasoning puzzles, math-based puzzles, language arts puzzles, following directions, and riddles. Students will develop a process of identifying the question, gathering the necessary information, analyzing this information, and finding a solution. A lifetime of logical thinking awaits your students—start them on a positive path with Beginning Links to Logic!
## Beginning Links to Logic - Grades 1-2

Welcome to the beginner's world of logic! Lots of short puzzles and games are designed to help develop critical-thinking skills in young students.
## Following Directions

A lifetime of logical thinking awaits your students?start them on a positive path with Beginning Links to Logic! The reproducible worksheets in this packet are designed to teach students to follow directions. By doing so, students will solve riddles, find hidden treasure, make paper pets, and more. The worksheets can be used individually, in groups, to supplement lessons, or to start and end the day.
## Balance Benders

Presents reproducible worksheets designed to help students develop deductive thinking and pre-algebra skills through balance puzzles that focus on algebraic thinking concepts.
## Modal Logic

A textbook on modal logic, intended for readers already acquainted with the elements of formal logic, containing nearly 500 exercises. Brian F. Chellas provides a systematic introduction to the principal ideas and results in contemporary treatments of modality, including theorems on completeness and decidability. Illustrative chapters focus on deontic logic and conditionality. Modality is a rapidly expanding branch of logic, and familiarity with the subject is now regarded as a necessary part of every philosopher's technical equipment. Chellas here offers an up-to-date and reliable guide essential for the student.
## Mathematical Logic

Contents include an elementary but thorough overview of mathematical logic of 1st order; formal number theory; surveys of the work by Church, Turing, and others, including Gödel's completeness theorem, Gentzen's theorem, more.
## Deductive Logic

This text provides a straightforward, lively but rigorous, introduction to truth-functional and predicate logic, complete with lucid examples and incisive exercises, for which Warren Goldfarb is renowned.
## Introduction to Elementary Mathematical Logic

This lucid, non-intimidating presentation by a Russian scholar explores propositional logic, propositional calculus, and predicate logic. Topics include computer science and systems analysis, linguistics, and problems in the foundations of mathematics. Accessible to high school students, it also constitutes a valuable review of fundamentals for professionals. 1970 edition.
## The Opening of Hegel's Logic

Hegel is one of the most important modern philosophers, whose thought influenced the development of existentialism, Marxism, pragmatism, hermeneutics, and deconstruction. Yet Hegel's central text, the monumental Science of Logic, still remains for most philosophers (both figuratively and literally) a firmly closed book. The purpose of The Opening of Hegel's Logic is to dispel the myths that surround the Logic and to show that Hegel's unjustly neglected text is a work of extraordinary subtlety and insight. Part One argues that the Logic provides a rigorous derivation of the fundamental categories of thought and contrasts Hegel's approach to the categories with that of Kant. It goes on to examine the historical and linguistic presuppositions of Hegel's self-critical, ""presuppositionless"" logic and, in the process, considers several signifi� cant criticisms of such logic advanced by Schelling, Feuerbach, Gadamer, and Kierkegaard. Separate chapters are devoted to the relation between logic and ontology in Hegel's Logic and to the relation between the Logic itself and the Phenomenology. Part Two contains the text-in German and English-of the first two chapters of Hegel's Logic, which cover such categories as being, becoming, something, limit, finitude, and infinity. Part Three then provides a clear and accessible commentary on these two chapters that both examines Hegel's arguments in detail and relates his insights to those of other philosophers, such as Descartes, Spinoza, Kant, Nietzsche, and Levinas. The Opening of Hegel's Logic aims to help students and scholars read Hegel's often formidably difficult text for themselves and discover the wealth of philosophical riches that it contains. It also argues that Hegel's project of a presuppositionless science of logic is one that deserves serious consideration today.
## An Introduction to Philosophical Logic

An Introduction to Philosophical Logic has been a popular mainstay among students taking courses in philosophical logic and the philosophy of language since it was first published in 1982.
## Fantastic Book of Logic Puzzles

A collection of seventy illustrated logic puzzles set in fantastic locales such as outer space or mythical kingdoms, with explanations of the logical reasoning needed to solve them
## Frege's Logic

For many philosophers, modern philosophy begins in 1879 with the publication of Frege's Begriffsschrift, in which Frege presents the first truly modern logic in his symbolic language, Begriffsschrift, or concept-script. Macbeth's book, the first full-length study of this language, offers a highly original new reading of Frege's logic based directly on Frege's own two-dimensional notation and his various writings about logic.
## Decision Points

Aiming to teach students information retrieval skills and build information literacy, this book offers a simplified explanation of Boolean Logic and how it is used for online searching as well as reproducible worksheets.
## Logical Labyrinths

This book features a unique approach to the teaching of mathematical logic by putting it in the context of the puzzles and paradoxes of common language and rational thought. It serves as a bridge from the author’s puzzle books to his technical writing in the fascinating field of mathematical logic. Using the logic of lying and truth-telling, the author introduces the readers to informal reasoning preparing them for the formal study of symbolic logic, from propositional logic to first-order logic, a subject that has many important applications to philosophy, mathematics, and computer science. The book includes a journey through the amazing labyrinths of infinity, which have stirred the imagination of mankind as much, if not more, than any other subject.

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Author: E.J. Lemmon

Publisher: CRC Press

ISBN: 9780412380907

Category: Mathematics

Page: 240

View: 4376

Author: E. J. Lemmon

Publisher: Hackett Publishing

ISBN: 9780915144501

Category: Logic, Symbolic and mathematical

Page: 225

View: 7200

Author: George F. Schumm

Publisher: Hackett Publishing

ISBN: 9780915144655

Category: Philosophy

Page: 98

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Author: E. J. Lemmon

Publisher: Hackett Publishing

ISBN: 9780915144501

Category: Logic, Symbolic and mathematical

Page: 225

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Author: Andy Zhang

Publisher: Champion Writers

ISBN: 9781608300150

Category: Computers

Page: 408

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Author: Tiffany Rosengarten

Publisher: Lorenz Educational Press

ISBN: 0228301106

Category: Games & Activities

Page: 48

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Author: Sara Inskeep,Bonnie J. Krueger

Publisher: Lorenz Educational Press

ISBN: 142910399X

Category: Games

Page: 48

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*Beginning Links to Logic*

Author: Sara Inskeep,Bonnie J. Krueger

Publisher: Lorenz Educational Press

ISBN: 0787719544

Category: Games

Page: 10

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Author: Robert Femiano

Publisher: N.A

ISBN: 9781601442253

Category: Algebra

Page: N.A

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*An Introduction*

Author: Brian F. Chellas

Publisher: Cambridge University Press

ISBN: 9780521295154

Category: Mathematics

Page: 295

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Author: Stephen Cole Kleene

Publisher: Courier Corporation

ISBN: 0486317072

Category: Mathematics

Page: 416

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Author: Warren D. Goldfarb

Publisher: Hackett Publishing

ISBN: 9780872206601

Category: Philosophy

Page: 292

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Author: Abram Aronovich Stolyar

Publisher: Courier Corporation

ISBN: 0486645614

Category: Mathematics

Page: 209

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*From Being to Infinity*

Author: Stephen Houlgate

Publisher: Purdue University Press

ISBN: 9781557532572

Category: Philosophy

Page: 456

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Author: Anthony C. Grayling

Publisher: Wiley-Blackwell

ISBN: 9780631199823

Category: Philosophy

Page: 352

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Author: Muriel Mandell

Publisher: Sterling Publishing Company, Inc.

ISBN: 9780806947563

Category: Games

Page: 128

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Author: Danielle MACBETH,Danielle Macbeth

Publisher: Harvard University Press

ISBN: 0674040392

Category: Philosophy

Page: 218

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*Boolean Logic for Computer Users and Beginning Online Searchers*

Author: Janaye Matteson Houghton,Robert S. Houghton

Publisher: Libraries Unlimited

ISBN: 9781563086724

Category: Computers

Page: 155

View: 4696

Author: Raymond Smullyan

Publisher: CRC Press

ISBN: 143986537X

Category: Mathematics

Page: 275

View: 6993