01232cam0-22004451i-450-99000053024040332120121204153815.0000053024FED01000053024(Aleph)000053024FED0100005302420020821d1961----km-y0itay50------baitadutITy-------001yyTeoria dell'atomo e conoscenza umanaNiels Bohr[traduzione di Paolo Gulmanelli]TorinoBoringhieri1961450 p.22 cmBiblioteca di cultura scientificaNuova serie10AtomoTeorieConoscenza umanaFondamenti della fisica539.7121530Bohr,Niels256Gulmanelli,PaoloITUNINARICAUNIMARCBK99000053024040332105 PH 3 411241anDININ02 3 F 32376FINBN4B-0052271FI1P.1 EM 241IST.FIL.T.25FLFBCDININFINBNFI1FLFBCTeoria dell'atomo e conoscenza umana154870UNINA06101nam 2200637 a 450 991013237260332120170810174531.01-283-29461-397866132946161-118-06176-41-118-06177-21-118-06171-3(CKB)3520000000000179(EBL)697632(OCoLC)751969641(SSID)ssj0000538404(PQKBManifestationID)11360775(PQKBTitleCode)TC0000538404(PQKBWorkID)10560016(PQKB)10348895(MiAaPQ)EBC697632(PPN)157873943(EXLCZ)99352000000000017920110128d2011 uy 0engur|n|---|||||txtccrThe language of mathematics[electronic resource] utilizing math in practice /Robert L. BaberHoboken, N.J. Wiley20111 online resource (438 p.)Includes index.0-470-87889-4 THE LANGUAGE OF MATHEMATICS; CONTENTS; LIST OF TABLES; PREFACE; PART A INTRODUCTORY OVERVIEW; 1 Introduction; 1.1 What Is Language?; 1.2 What Is Mathematics?; 1.3 Why Use Mathematics?; 1.4 Mathematics and Its Language; 1.5 The Role of Translating English to Mathematics in Applying Mathematics; 1.6 The Language of Mathematics vs. Mathematics vs. Mathematical Models; 1.7 Goals and Intended Readership; 1.8 Structure of the Book; 1.9 Guidelines for the Reader; 2 Preview: Some Statements in English and the Language of Mathematics; 2.1 An Ancient Problem: Planning the Digging of a Canal2.2 The Wall Around the Ancient City of Uruk2.3 A Numerical Thought Puzzle; 2.4 A Nursery Rhyme; 2.5 Making a Pot of Tea; 2.6 Combining Data Files; 2.7 Selecting a Telephone Tariff; 2.8 Interest on Savings Accounts, Bonds, etc.; 2.9 Sales and Value-Added Tax on Sales of Goods and Services; 2.10 A Hand of Cards; 2.11 Shear and Moment in a Beam; 2.12 Forming Abbreviations of Names; 2.13 The Energy in Earth's Reflected Sunlight vs. That in Extracted Crude Oil; PART B MATHEMATICS AND ITS LANGUAGE; 3 Elements of the Language of Mathematics; 3.1 Values; 3.2 Variables; 3.3 Functions; 3.4 Expressions3.4.1 Standard Functional Notation3.4.2 Infix Notation; 3.4.3 Tree Notation; 3.4.4 Prefix and Postfix Notation; 3.4.5 Tabular Notation; 3.4.6 Graphical Notation; 3.4.7 Figures, Drawings, and Diagrams; 3.4.8 Notation for Series and Quantification; 3.4.9 Specialized Notational Forms for Certain Expressions; 3.4.10 Advantages and Disadvantages of the Different Notational Forms; 3.5 Evaluating Variables, Functions, and Expressions; 3.5.1 Complete (Total) Evaluation; 3.5.2 Partial Evaluation; 3.5.3 Undefined Values of Functions and Expressions; 3.6 Representations of Values vs. Names of Variables4 Important Structures and Concepts in the Language of Mathematics4.1 Common Structures of Values; 4.1.1 Sets; 4.1.2 Arrays (Indexed Variables), Subscripted Variables, and Matrices; 4.1.3 Sequences; 4.1.4 The Equivalence of Array Variables, Functions, Sequences, and Variables; 4.1.5 Direct Correspondence of Other Mathematical Objects and Structures; 4.1.6 Relations; 4.1.7 Finite State Machines; 4.2 Infinity; 4.3 Iterative Definitions and Recursion; 4.4 Convergence, Limits, and Bounds; 4.5 Calculus; 4.6 Probability Theory; 4.6.1 Mathematical Model of a Probabilistic Process4.6.2 Mean, Median, Variance, and Deviation4.6.3 Independent Probabilistic Processes; 4.6.4 Dependent Probabilistic Processes and Conditional Probabilities; 4.7 Theorems; 4.8 Symbols and Notation; 5 Solving Problems Mathematically; 5.1 Manipulating Expressions; 5.2 Proving Theorems; 5.2.1 Techniques and Guidelines for Proving Theorems; 5.2.2 Notation for Proofs; 5.2.3 Lemmata and Examples of Proofs; 5.2.4 Additional Useful Identities; 5.3 Solving Equations and Other Boolean Expressions; 5.4 Solving Optimization ProblemsPART C ENGLISH, THE LANGUAGE OF MATHEMATICS, AND TRANSLATING BETWEEN THEM"The subject of this book is how to formulate a mathematical model from an English description of a problem. This book views mathematical notation as a language and develops the implications of this view for translating English text into mathematical expressions and mathematical models, i.e. for applying mathematics to problems described in English. In order to apply mathematics to a practical problem, one must first transform an English statement of the problem and the requirements for its solution into mathematical expressions. This book examines this process in detail, presents new insight into it, and develops explicit guidelines for this important step. This book identifies the basic elements (values, variables, and functions) of the language of mathematics and presents the grammatical rules for combining them into expressions and other structures. Different notational forms for expressions are described and defined. Correspondences between parts of speech and other grammatical elements in English and components of expressions in the language of mathematics are identified. These lead to useful guidelines for translating English into the language of mathematics. In addition, the book contains many examples of translating English into mathematics. The approach presented in this book makes mathematics accessible to many people who have been turned off from mathematics by their early exposure to it"--Provided by publisher.Mathematical notationEnglish languageMachine translatingMathematical notation.English languageMachine translating.510.1/4510.14MAT025000bisacshBaber Robert Laurence322853MiAaPQMiAaPQMiAaPQBOOK9910132372603321The language of mathematics1919642UNINA03673nam 22006015 450 991029819150332120220330190003.03-319-73010-X10.1007/978-3-319-73010-3(CKB)3840000000347637(MiAaPQ)EBC5267531(DE-He213)978-3-319-73010-3(PPN)224635948(EXLCZ)99384000000034763720180206d2018 u| 0engurcnu||||||||rdacontentrdamediardacarrierSport entrepreneurship developing and sustaining an entrepreneurial sports culture /by Vanessa Ratten1st ed. 2018.Cham :Springer International Publishing :Imprint: Springer,2018.1 online resource (149 pages)Management for Professionals,2192-80963-319-73009-6 Includes bibliographical references at the end of each chapters.An Introduction to Sport Entrepreneurship -- The Sport Industry and Entrepreneurship -- Game Changes in Sport: The Role of Innovation and Creativity -- Athlete Entrepreneurs -- Perspectives of Sport Entrepreneurship -- Sport Business and Entrepreneurship -- System Processes in Sport Entrepreneurship -- Ethics and Sport Entrepreneurship -- Sport Entrepreneurship Education and Policy -- The Future for Sport Entrepreneurship. .This book introduces the structure, economic arguments, and business strategies for entrepreneurship in sport. Here, the entrepreneurial process is usually initiated by organizations, people or governments who are embedded in both economic and social contexts. The development of technologies that have enhanced the diffusion of information and the creation of new international markets has impacted sports entrepreneurship activities. The goal of this book is to introduce readers to emerging issues in sport entrepreneurship and management. The book focuses on the role of entrepreneurship in the sports context by examining how to leverage the opportunities that arise from networks and optimize resources by identifying where they can most effectively be put to use. As a unique discipline, sport entrepreneurship helps to identify the conditions under which and the processes in which upcoming business ventures need to be pursued. The book will be useful for sports organizations, athletes and government organizations promoting the use of entrepreneurship to generate competitive advantages on the global marketplace.Management for Professionals,2192-8096EntrepreneurshipSports—Economic aspectsManagementIndustrial managementEntrepreneurshiphttps://scigraph.springernature.com/ontologies/product-market-codes/514000Sports Economicshttps://scigraph.springernature.com/ontologies/product-market-codes/W52000Innovation/Technology Managementhttps://scigraph.springernature.com/ontologies/product-market-codes/518000Entrepreneurship.Sports—Economic aspects.Management.Industrial management.Entrepreneurship.Sports Economics.Innovation/Technology Management.338.47796Ratten Vanessaauthttp://id.loc.gov/vocabulary/relators/aut790681MiAaPQMiAaPQMiAaPQBOOK9910298191503321Sport Entrepreneurship2518392UNINA