01277cam0 2200325 450 E60020002187920180409084648.020061020d1968 |||||ita|0103 baitaITMemorie Istoriche della Pontificia città di BeneventoStefano BorgiaBolognaForni19683 v.25 cmHistoriae Urbium et Regionum Italie Rariores66(dgg)001LAEC000227702001 *Historiae Urbium et Regionum Italie Rariores66Borgia, StefanoA600200038506070214627ITUNISOB20180409RICAUNISOBUNISOB90010232UNISOB90010233UNISOB90010234E600200021879M 102 Monografia moderna SBNM900000056-1Si10232acquistopregresso2UNISOBUNISOB20061020070850.020180409084553.0Alfano900000056-2SI10233AlfanoUNISOBUNISOB20180409084557.020180409084622.0Alfano900000056-3SI10234AlfanoUNISOBUNISOB20180409084625.020180409084648.0AlfanoMemorie istoriche della pontificia città di Benevento212833UNISOB05163nam 2200553 450 991046057760332120170822145848.01-78284-270-5(CKB)3710000000458875(EBL)2083180(OCoLC)916911111(SSID)ssj0001531523(PQKBManifestationID)12588336(PQKBTitleCode)TC0001531523(PQKBWorkID)11463645(PQKB)10644347(MiAaPQ)EBC2083180(EXLCZ)99371000000045887520150818h20152015 uy 0engur|n|---|||||txtccrThe ultimate three minutes the story of two great human watersheds-their preparation and their coinciding /William CummingEastbourne, England :Sussex Academic Press,2015.©20151 online resource (279 p.)Description based upon print version of record.1-84519-734-8 ""Front Cover""; ""Title Page""; ""Copyright""; ""Contents""; ""Foreword by the Rt. Revd. Nicholas Reade""; ""List of Maps and Genealogy""; ""Introduction""; ""1 The Dancing Floor""; ""2 The Dancing Years""; ""3 The Century of the Crescent Quiescent (900â€?801 BC)""; ""4 The Century of the First European Miracle (800â€?701 BC)""; ""5 The Century of the Fall of Assyria (700â€?601 BC)""; ""6 The Century of the Tightening World (600â€?501 BC)""; ""7 An Underestimated Contribution (546â€?538 BC)""; ""8 The Century of the Second European Miracle (500â€?401 BC)""""9 The Century of Farewell to the Aegean (400â€?301 BC)""""10 The Century of the Intermeshing (300â€?201 BC)""; ""11 The Century of Creaks, Cracks and Contradictions (200â€?101 BC)""; ""12 The “Centuryâ€? of Accelerating Discontents (100â€?50 BC)""; ""13 Thirteen Centuries of Song (1,370â€?103 BC)""; ""Chapters 14â€?32 (A)â€?(S) The “Longâ€? First Century AD (50 BCâ€?AD 120)""; ""14 (A) The “Decadeâ€? of the Assassination of Julius Caesar""; ""15 (B) The “Decadeâ€? of the Second Triumvirate (43â€?30 BC)""""16 (C) The First Decade of Augustus: The Restoration of the Republic (30â€?21 BC)""""17 (D) The Second Decade of Augustus: The Ascendancy of Augustus (20â€?11 BC)""; ""18 (E) The Third Decade of Augustus: The Splendid Isolation of Augustus (10â€?1 BC)""; ""19 (F) Augustus and Providence (63 BCâ€?AD 14)""; ""20 (G) The Fourth Decade of Augustus:The Disillusionment of Augustus (AD 1â€?10)""; ""21 (H) The Decade in the Wake of Augustus (AD 11â€?20)""; ""22 (I) The Decade of the Disillusionment of Tiberius (AD 21â€?30)""; ""23 (J) The Decade of Tiberius and Caligula (AD 31â€?40)""""24 (K) The Decade of Claudius and the Council of Jerusalem (AD 41â€?50)""""25 (L) The Decade of the Rise and Fall of Agrippina the Younger (AD 51â€?60)""; ""26 (M) The Decade of Nero and theYear of the Four Emperors (AD 61â€?70)""; ""27 (N) The Decade of Vespasian (AD 71â€?80)""; ""28 (O) The Decade of Titus and Domitian (AD 81â€?90)""; ""29 (P) The Decade of Domitian, Nerva and Trajan (AD 91â€?100)""; ""30 (Q) “Where Can I Get a Drink?â€? (AD 91â€?100)""; ""31 (R) The Decade of Trajan (AD 101â€?110)""; ""32 (S) The Decade of Trajan and Hadrian (AD 111â€?120)""""33 The “Centuryâ€? of the Two Watersheds (50 BCâ€?AD 120)""""34 The Century of the Climax of the Ancient World (AD 101â€?200)""; ""35 The Century of the Superannuation of Rome (AD 201â€?300)""; ""36 The Century of Kaleidoscopic Mutation (AD 301â€?400)""; ""37 The Century of Diverging Destinies, AD 401â€?500 (A) The East""; ""38 The Century of Diverging Destinies, AD 401â€?500 (B) The West""; ""39 The Northern Frontier (10,000 BCâ€?AD 500)""; ""40 The Ultimate Three Minutes (Passover AD 33)""; ""41 The Parable of the Target""; ""42 The Parable of the Doppler Shift""; ""Epilogue""""Back Cover""The title of this book borrows from two distinguished scientists: Steven Weinberg describes the developments of the first three minutes of the universe following the explosion of the "Big Bang" 13.8 billion years ago; Paul Davis describes the final subsidence of the universe into entropy and heat death. The Ultimate Three Minutes: The Story of Two Great Human Watersheds-Their Preparation and Their Coinciding provides a humanitarian parallel. The title embodies a value judgement, namely the need of the human race for redemption, and the achievement of that redemption by Jesus Christ, the AnointSalvationChristianityElectronic books.SalvationChristianity.234Cummings William801002MiAaPQMiAaPQMiAaPQBOOK9910460577603321The ultimate three minutes2014719UNINA05008nam 2200613 450 991082914990332120230120014631.01-4832-1616-0(CKB)3710000000200376(EBL)1901405(SSID)ssj0001267405(PQKBManifestationID)12485382(PQKBTitleCode)TC0001267405(PQKBWorkID)11263650(PQKB)11089873(MiAaPQ)EBC1901405(EXLCZ)99371000000020037620150120h19751975 uy 0engur|n|---|||||txtccrTheory and application of special functions proceedings of an advanced seminar sponsored by the Mathematics Research Center, the University of Wisconsin-Madison, March 31-April 2, 1975 /edited by Richard A. AskeyNew York, New York ;London, England :Academic Press,1975.©19751 online resource (573 p.)Mathematics Research Center, the University of Wisconsin ;Publication no. 35Description based upon print version of record.1-322-55721-7 0-12-064850-4 Includes bibliographical references and index.Front Cover; Theory and Application of Special Functions; Copyright Page; Table of Contents; Foreword; Preface; Chapter 1. Computational Methods in Special Functions-A Survey; Introduction; 1. Methods based on preliminary approximation; 2. Methods based on linear recurrence relations; 3. Nonlinear recurrence algorithms for elliptic integrals and elliptic functions; 4. Computer software for special functions; REFERENCES; Chapter 2. Unsolved Problems in the Asymptotic Estimation of Special Functions; Abstract; 1. INTRODUCTION; PART I. THE TOOLS OF ASYMPTOTIC ANALYSIS; 2. INTEGRALS3. SUMS AND SEQUENCES4. LINEAR ORDINARY DIFFERENTIAL EQUATIONS; PART II. ASYMPTOTIC ESTIMATES OF THE SPECIAL FUNCTIONS; 5. FUNCTIONS OF ONE OR TWO VARIABLES; 6. FUNCTIONS OF THREE VARIABLES; 7. FUNCTIONS OF FOUR OR MORE VARIABLES; ACKNOWLEDGMENTS; REFERENCES; Chapter 3. Periodic Bernoulli Numbers, Summation Formulas and Applications; 1. Introduction.; 2. Periodic Bernoulli numbers and polynomials; 3. The periodic Poisson and periodic Euler-Maclaurin summation; 4. The distribution of quadratic residues; 5. Power sums and cotangent sums; 6. Gauss sums; 7. Functional equations8. A trigonometric series of Hardy and Littlewood9. Infinite series of ordinary Bessel functions; 10. Infinite series of modified Bessel functions; 11. Entries from Ramanujan's Notebooks and kindred formulae; REFERENCES; Chapter 4. Problems and Prospects for Basic Hypergeometric Functions; 1. Introduction; 2. Partitions identities; 3. Identities for Multiple Hypergeometric Series; 4. Basic Appell and Lauricella Series; 5. MacMahon's Master Theorem and the Dyson Conjecture; 6. Saalschützian Series and Inversion Theorems; 7. Conclusion.; REFERENCESChapter 5. An Introduction to Association Schemes and Coding TheoryABSTRACT; 1 INTRODUCTION; 2 Error-Correcting Codes; 3 Association Schemes; 4 The Hamming Association Scheme; 5 The Johnson Association Scheme; 6 Association Schemes Obtained from Graphs and Other Sources; 7 The Linear Programming Bound; 8 Properties of Perfect Codes; REFERENCES; Chapter 6. Linear Growth Models with Many Types and Multidimensional Hahn Polynomials; 1. Multi-allele Moran mutation models; 2. Representation of P(t).; 3. Relation with multi-dimensional linear growth; 4. The case r = 2 and the Hahn polynomials5. Moran model with r types.6. Linear growth model with r types; 7. The eigenfunctions when; REFERENCES; Chapter 7. Orthogonal Polynomials Revisited; I. Introduction; II. Polynomials on the Real Axis; III. Applications; IV. Polynomials on the Unit Circle; V. Conclusion; FOOTNOTES; Chapter 8. Symmetry, Separation of Variables, and Special Functions; REFERENCES; Chapter 9. Nicholson-Type Integrals for Products of Gegenbauer Functions and Related Topics; ABSTRACT; 1. INTRODUCTION; 2. DERIVATION OF A NICHOLSON-TYPE FORMULA FOR GEGENBAUER FUNCTIONS; 3. SOME APPLICATIONS FOR GEGENBAUER FUNCTIONS4. DEDUCTIONS FOR OTHER FUNCTIONSTheory and Application of Special FunctionsPublication ... of the Mathematics Research Center, the University of Wisconsin ;Publication no. 35.Functions, SpecialCongressesFunctions, Special510/.8 s515/.5Askey Richard A.University of Wisconsin--Madison.Mathematics Research Center.Advanced Seminar on Special FunctionsMiAaPQMiAaPQMiAaPQBOOK9910829149903321Theory and application of special functions349045UNINA