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Buchumschlag
Gespeichert in:
Bibliographische Detailangaben
Titel:Mathematics of financial obligations
Von: A. V. Mel'nikov ; S. N. Volkov ; M. L. Nechaev
Person: Melʹnikov, Aleksandr V.
1953-
Verfasser
aut
Volkov, Sergej N.
Nečaev, Michail L.
1972-
Hauptverfassende: Melʹnikov, Aleksandr V. 1953- (VerfasserIn), Volkov, Sergej N. 1972- (VerfasserIn), Nečaev, Michail L. 1972- (VerfasserIn)
Format: Buch
Sprache:Englisch
Veröffentlicht: Providence, RI American Mathematical Society 2002
Schriftenreihe:Translations of mathematical monographs Vol. 212
Schlagworte:
Mathematik
Mathematisches Modell
Investments > Mathematics
Stochastic analysis
Hedging (Finance) > Mathematical models
Insurance > Mathematics
Versicherungsmathematik
Finanzmathematik
Online-Zugang:http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016879308&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
Beschreibung:Aus dem Russ. übers.
Beschreibung:IX, 194 S. graph. Darst.
ISBN:0821829459
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Datensatz im Suchindex

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adam_text TRANSLATIONS OF MATHEMATICAL MONOGRAPHS VOLUME 212 MATHEMATICS OF FINANCIAL OBLIGATIONS A. V. MEL NIKOV S. N. VOLKOV M. L. NECHAEV | AMERICAN MATHEMATICAL SOCIETY | PROVIDENCE, RHODE ISLAND CONTENTS FOREWORD VII MAIN NOTATION IX CHAPTER 1. FINANCIAL SYSTEMS: INNOVATIONS AND THE RISK CALCULUS 1 §1.1. FINANCIAL SYSTEMS AND THEIR INNOVATION CHANGES 1 §1.2. GENERAL STATEMENTS IN THE ANALYSIS OF CONTINGENT CLAIMS. MODELS, METHODS, FACTS 3 § 1.3. DYNAMICS OF FINANCIAL MARKETS: FROM INCOMPLETE MARKETS TO COM- PLETE MARKETS THROUGH FINANCIAL INNOVATIONS 10 § 1.4. FINANCIAL INNOVATIONS AND INSURANCE RISKS 13 CHAPTER 2. RANDOM PROCESSES AND THE STOCHASTIC CALCULUS 17 §2.1. RANDOM PROCESSES AND THEIR DISTRIBUTIONS. THE WIENER PROCESS 17 § 2.2. DIFFUSION PROCESSES. THE KOLMOGOROV-ITO FORMULA, GIRSANOV S THE- OREM, REPRESENTATIONS OF MARTINGALES 20 § 2.3. SEMIMARTINGALES AND THE STOCHASTIC CALCULUS 25 CHAPTER 3. HEDGING AND INVESTMENT IN COMPLETE MARKETS 31 §3.1. A MARTINGALE CHARACTERIZATION OF STRATEGIES AND PERFECT HEDGING 31 § 3.2. A METHODOLOGY FOR FINDING MARTINGALE MEASURES AND PRICING CON- TINGENT CLAIMS FOR DIFFERENT MODELS OF A (B, 5)-MARKET 34 § 3.3. A METHODOLOGY FOR OPTIMAL INVESTMENT AND ITS APPLICATIONS 43 CHAPTER 4. HEDGING AND INCOMPLETE MARKETS 49 §4.1. A METHODOLOGY FOR SUPERHEDGING 49 §4.2. THE BLACK-SCHOLES MODEL WITH STOCHASTIC VOLATILITY 52 § 4.3. ESTIMATION OF VOLATILITY 61 CHAPTER 5. MARKETS WITH STRUCTURAL CONSTRAINTS AND TRANSACTION COSTS 65 §5.1. CALCULATIONS IN MODELS OF MARKETS WITH STRUCTURAL CONSTRAINTS: A GENERAL METHODOLOGY AND ITS CONCRETE REALIZATION 65 §5.2. HEDGING AND INVESTMENT WITH TRANSACTION COSTS 87 §5.3. APPENDIX: EXAMPLES OF THE SIMULATION OF HEDGING STRATEGIES 92 CHAPTER 6. IMPERFECT FORMS OF HEDGING 97 §6.1. MEAN-VARIANCE HEDGING 97 §6.2. QUANTILE HEDGING 104 CHAPTER 7. DYNAMIC CONTINGENT CLAIMS AND AMERICAN OPTIONS 121 VI CONTENTS § 7.1. PRICING DYNAMIC CONTINGENT CLAIMS AND THE OPTIMAL STOPPING PROB- LEM 121 § 7.2. CONCRETIZATION OF OPTION CALCULATIONS AND CLOSED ANALYTIC FORMULAS FOR PRICES AND STRATEGIES 126 § 7.3. QUANTILE HEDGING OF DYNAMIC CONTINGENT CLAIMS 132 CHAPTER 8. ANALYSIS OF BOND CONTINGENT CLAIMS 139 § 8.1. MODELS OF THE TERM STRUCTURE OF INTEREST RATES 139 § 8.2. HEDGING ON A BOND MARKET 144 § 8.3. INVESTING IN A BOND MARKET 153 CHAPTER 9. ECONOMICS OF INSURANCE AND FINANCE: CONVERGENCE OF QUANTITA- TIVE METHODS OF CALCULATIONS 159 §9.1. NON-LIFE INSURANCE. TRADITIONAL ACTUARIAL PRINCIPLES FOR CALCULAT- ING PREMIUMS AND THE FINANCIAL NO-ARBITRAGE PRINCIPLE IN A MODEL OF COLLECTIVE RISK 159 § 9.2. LIFE INSURANCE. MORTALITY TABLES. CALCULATION OF PREMIUMS AND RESERVES IN TRADITIONAL AND INNOVATION INSURANCE SCHEMES 167 § 9.3. ESTIMATION OF THE RUIN PROBABILITY 171 § 9.4. CATASTROPHE RISKS AND REINSURANCE OF THEM ON FINANCIAL MARKETS 176 BIBLIOGRAPHICAL NOTES 181 BIBLIOGRAPHY 185 SUBJECT INDEX 191
any_adam_object 1
author Melʹnikov, Aleksandr V. 1953-
Volkov, Sergej N. 1972-
Nečaev, Michail L. 1972-
author_GND (DE-588)128679778
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Volkov, Sergej N. 1972-
Nečaev, Michail L. 1972-
author_role aut
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record_format marc
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series2 Translations of mathematical monographs
spellingShingle Melʹnikov, Aleksandr V. 1953-
Volkov, Sergej N. 1972-
Nečaev, Michail L. 1972-
Mathematics of financial obligations
Translations of mathematical monographs
Mathematik
Mathematisches Modell
Investments -- Mathematics
Stochastic analysis
Hedging (Finance) -- Mathematical models
Insurance -- Mathematics
Versicherungsmathematik (DE-588)4063194-1 gnd
Finanzmathematik (DE-588)4017195-4 gnd
subject_GND (DE-588)4063194-1
(DE-588)4017195-4
title Mathematics of financial obligations
title_alt Matematika finansovych objazatel'stv
title_auth Mathematics of financial obligations
title_exact_search Mathematics of financial obligations
title_full Mathematics of financial obligations A. V. Mel'nikov ; S. N. Volkov ; M. L. Nechaev
title_fullStr Mathematics of financial obligations A. V. Mel'nikov ; S. N. Volkov ; M. L. Nechaev
title_full_unstemmed Mathematics of financial obligations A. V. Mel'nikov ; S. N. Volkov ; M. L. Nechaev
title_short Mathematics of financial obligations
title_sort mathematics of financial obligations
topic Mathematik
Mathematisches Modell
Investments -- Mathematics
Stochastic analysis
Hedging (Finance) -- Mathematical models
Insurance -- Mathematics
Versicherungsmathematik (DE-588)4063194-1 gnd
Finanzmathematik (DE-588)4017195-4 gnd
topic_facet Mathematik
Mathematisches Modell
Investments -- Mathematics
Stochastic analysis
Hedging (Finance) -- Mathematical models
Insurance -- Mathematics
Versicherungsmathematik
Finanzmathematik
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=016879308&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
volume_link (DE-604)BV000002394
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AT melʹnikovaleksandrv mathematicsoffinancialobligations
AT volkovsergejn mathematicsoffinancialobligations
AT necaevmichaill mathematicsoffinancialobligations
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