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      Calendrical calculations : the ultimate edition

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      https://www.riss.kr/link?id=M15425690

      • 저자
      • 발행사항

        Cambridge, United Kingdom : Cambridge University Press, 2018

      • 발행연도

        2018

      • 작성언어

        영어

      • 주제어
      • DDC

        529.3 판사항(23)

      • ISBN

        9781107057623 (Hardback)
        1107057620 (Hardback)
        9781107683167 (Paperback)
        1107683165 (Paperback)

      • 자료형태

        일반단행본

      • 발행국(도시)

        영국

      • 서명/저자사항

        Calendrical calculations : the ultimate edition / Edward M. Reingold, Nachum Dershowitz

      • 판사항

        Fourth edition

      • 형태사항

        xliii, 618 pages : illustrations ; 25 cm

      • 일반주기명

        Includes bibliographical references and index

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      목차 (Table of Contents)

      • CONTENTS
      • List of Frontispieces = xii
      • List of Figures = xiii
      • List of Tables = xiv
      • List of Calendar Functions = xvi
      • CONTENTS
      • List of Frontispieces = xii
      • List of Figures = xiii
      • List of Tables = xiv
      • List of Calendar Functions = xvi
      • Abbreviations = xxiv
      • Mathematical Notations = xxvi
      • Preface = xxxi
      • The Ultimate Edition = xxxv
      • Calendrical Tabulations = xxxvii
      • The Cambridge University Press Web Site = xxxvii
      • The Authors' Web Page = xxxvii
      • Acknowledgments = xxxviii
      • References = xxxix
      • Credits = xli
      • License and Limited Warranty and Remedy = xlii
      • 1 Calendar Basics = 1
      • 1.1 Calendar Units and Taxonomy = 4
      • 1.2 Fixed Day Numbers = 10
      • 1.3 Negative Years = 15
      • 1.4 Epochs = 15
      • 1.5 Julian Day Numbers = 16
      • 1.6 Unix Time Representation = 19
      • 1.7 Mathematical Notation = 20
      • 1.8 Search = 23
      • 1.9 Dates and Lists = 25
      • 1.10 Mixed-Radix Notations = 27
      • 1.11 A Simple Calendar = 29
      • 1.12 Cycles of Days = 33
      • 1.13 Simultaneous Cycles = 35
      • 1.14 Cycles of Years = 39
      • 1.15 Approximating the Year Number = 46
      • 1.16 Warnings about the Calculations = 47
      • References = 49
      • Ⅰ Arithmetical Calendars
      • 2 The Gregorian Calendar = 55
      • 2.1 Structure = 55
      • 2.2 Implementation = 59
      • 2.3 Alternative Formulas = 63
      • 2.4 The Zeller Congruence = 67
      • 2.5 Holidays = 69
      • References = 71
      • 3 The Julian Calendar = 75
      • 3.1 Structure and Implementation = 75
      • 3.2 Roman Nomenclature = 77
      • 3.3 Roman Years = 81
      • 3.4 Olympiads = 82
      • 3.5 Seasons = 83
      • 3.6 Holidays = 84
      • References = 85
      • 4 The Coptic and Ethiopic Calendars = 89
      • 4.1 The Coptic Calendar = 89
      • 4.2 The Ethiopic Calendar = 91
      • 4.3 Holidays = 92
      • References = 93
      • 5 The ISO Calendar = 95
      • Reference = 97
      • 6 The Icelandic Calendar = 99
      • References = 102
      • 7 The Islamic Calendar = 105
      • 7.1 Structure and Implementation = 105
      • 7.2 Holidays = 108
      • References = 109
      • 8 The Hebrew Calendar = 113
      • 8.1 Structure and History = 114
      • 8.2 Implementation = 119
      • 8.3 Inverting the Molad = 125
      • 8.4 Holidays and Fast Days = 128
      • 8.5 The Drift of the Hebrew Calendar = 133
      • 8.6 Personal Days = 134
      • 8.7 Possible Days of the Week = 137
      • References = 139
      • 9 The Ecclesiastical Calendars = 143
      • 9.1 Orthodox Easter = 145
      • 9.2 Gregorian Easter = 147
      • 9.3 Astronomical Easter = 150
      • 9.4 Movable Christian Holidays = 150
      • References = 152
      • 10 The Old Hindu Calendars = 155
      • 10.1 Structure and History = 155
      • 10.2 The Solar Calendar = 158
      • 10.3 The Lunisolar Calendar = 160
      • References = 166
      • 11 The Mayan Calendars = 169
      • 11.1 The Long Count = 170
      • 11.2 The Haab and Tzolkin Calendars = 171
      • 11.3 The Aztec Calendars = 177
      • References = 181
      • 12 The Balinese Pawukon Calendar = 185
      • 12.1 Structure and Implementation = 185
      • 12.2 Conjunction Days = 190
      • References = 192
      • 13 Generic Cyclical Calendars = 195
      • 13.1 Single Cycle Calendars = 195
      • 13.2 Double Cycle Calendars = 198
      • 13.3 Summary = 200
      • Ⅱ Astronomical Calendars
      • 14 Time and Astronomy = 203
      • 14.1 Position = 204
      • 14.2 Time = 206
      • 14.3 The Day = 212
      • 14.4 The Year = 219
      • 14.5 Astronomical Solar Calendars = 226
      • 14.6 The Month = 227
      • 14.7 Rising and Setting of the Sun and Moon = 240
      • 14.8 Times of Day = 245
      • 14.9 Lunar Crescent Visibility = 249
      • References = 253
      • 15 The Persian Calendar = 257
      • 15.1 Structure = 257
      • 15.2 The Astronomical Calendar = 259
      • 15.3 The Arithmetical Calendar = 261
      • 15.4 Holidays = 265
      • References = 266
      • 16 The Baha'i Calendar = 269
      • 16.1 Structure = 269
      • 16.2 The Arithmetical Calendar = 271
      • 16.3 The Astronomical Calendar = 273
      • 16.4 Holidays and Observances = 277
      • References = 278
      • 17 The French Revolutionary Calendar = 281
      • 17.1 The Original Form = 283
      • 17.2 The Modified Arithmetical Form = 284
      • References = 286
      • 18 Astronomical Lunar Calendars = 289
      • 18.1 The Babylonian Calendar = 289
      • 18.2 Astronomical Easter = 292
      • 18.3 The Observational Islamic Calendar = 293
      • 18.4 The Classical Hebrew Calendar = 297
      • 18.5 The Samaritan Calendar = 300
      • References = 302
      • 19 The Chinese Calendar = 305
      • 19.1 Solar Terms = 306
      • 19.2 Months = 309
      • 19.3 Conversions to and from Fixed Dates = 316
      • 19.4 Sexagesimal Cycle of Names = 318
      • 19.5 Common Misconceptions = 321
      • 19.6 Holidays = 322
      • 19.7 Chinese Age = 324
      • 19.8 Chinese Marriage Auguries = 325
      • 19.9 The Japanese Calendar = 326
      • 19.10 The Korean Calendar = 327
      • 19.11 The Vietnamese Calendar = 329
      • References = 330
      • 20 The Modern Hindu Calendars = 335
      • 20.1 Hindu Astronomy = 341
      • 20.2 Calendars = 347
      • 20.3 Sunrise = 351
      • 20.4 Alternatives = 354
      • 20.5 Astronomical Versions = 358
      • 20.6 Holidays = 362
      • References = 371
      • 21 The Tibetan Calendar = 375
      • 21.1 Calendar = 375
      • 21.2 Holidays = 379
      • References = 382
      • Coda = 385
      • Ⅲ Appendices
      • A : Function, Parameter, and Constant Types = 389
      • A.1 Types = 389
      • A.2 Function Types = 394
      • A.3 Constant Types and Values = 409
      • B : Cross References for Functions and Constants = 415
      • C : Sample Data = 445
      • References = 467
      • D : Lisp Implementation = 469
      • D.1 Basics = 469
      • D.1.1 Lisp Preliminaries = 469
      • D.1.2 Basic Code = 474
      • D.1.3 The Egyptian and Armenian Calendars = 476
      • D.1.4 Cycles of Days = 477
      • D.1.5 Akan Calendar = 478
      • D.2 The Gregorian Calendar = 479
      • D.3 The Julian Calendar = 484
      • D.4 The Coptic and Ethiopic Calendars = 489
      • D.5 The ISO Calendar = 490
      • D.6 The Icelandic Calendar = 491
      • D.7 The Islamic Calendar = 493
      • D.8 The Hebrew Calendar = 494
      • D.9 The Ecclesiastical Calendars = 502
      • D.10 The Old Hindu Calendars = 503
      • D.11 The Mayan Calendars = 505
      • D.12 The Balinese Pawukon Calendar = 510
      • D.13 General Cyclical Calendars = 513
      • D.14 Time and Astronomy = 513
      • D.15 The Persian Calendar = 535
      • D.16 The Baha'i' Calendar = 538
      • D.17 The French Revolutionary Calendar = 541
      • D.18 Astronomical Lunar Calendars = 543
      • D.19 The Chinese Calendar = 549
      • D.20 The Modern Hindu Calendars = 557
      • D.21 The Tibetan Calendar = 570
      • References = 572
      • Index = 575
      • Envoi = 617
      • About the Cover = 618
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