Table of contents
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PREFACE
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JEF L. TEUGELS AND HELEN RAMSEY
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THE ENCYCLOPEDIA OF ACTUARIAL SCIENCE
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ANNA BONDARENKO
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ON EXTENSION OF THE LIMIT THEOREM OF RENEWAL THEORY AND ITS APPLICATION
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VASILY CHERNECKY
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EXACT NON-RUIN PROBABILITIES IN INFINITE TIME
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JAN DHAENE, ALEXANDER KUKUSH, AND MYHAILO PUPASHENKO
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ON THE CHARACTERIZATION OF PREMIUM PRINCIPLE WITH RESPECT TO POINTWISE COMONOTONICITY
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YURIY KOZACHENKO AND IRYNA ROZORA
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APPLICATION OF THE THEORY OF SQUARE-GAUSSIAN PROCESSES TO SIMULATION OF STOCHASTIC PROCESSES
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YURIY KOZACHENKO AND OLGA VASYLYK
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SIMULATION OF FRACTIONAL BROWNIAN MOTION WITH GIVEN RELIABILITY AND ACCURACY IN C([0, 1])
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ALEXANDER KUKUSH AND MARIA POLEKHA
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A GOOGNESS OF-FIT-TEST FOR A MULTIVARIATE ERRORS-IN-VARIABLES MODEL
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A. G. KUKUSH, YU. S. MISHURA, AND G. M. SHEVCHENKO
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ON RESELLING OF EUROPEAN OPTION
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MIKHAIL MOKLYACHUK AND ALEKSANDR MASYUTKA
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ROBUST ESTIMATION PROBLEMS FOR STOCHASTIC PROCESSES
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MIKHAIL MOKLYACHUK AND ALEKSEY ZRAZHEVSKY
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ANALYSIS AND FORECASTING OF SELF-SIMILAR FINANCIAL TIME SERIES
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ANDRIY OLENKO AND BORIS KLYKAVKA
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SOME PROPERTIES OF WEIGHT FUNCTIONS IN TAUBERIAN THEOREMS
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MARIYA PERESTYUK
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ON UNIFORM CONVERGENCE OF WAVELET EXPANSIONS OF SOME RANDOM PROCESSES
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OLEKSANDR PONOMARENKO AND YURIY PERUN
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SPECTRAL ANALYSIS OF SOME CLASSES OF MULTIVARIATE RANDOM FIELDS WITH ISOTROPIC PROPERTY
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D. S. SILVESTROV AND M. O. DROZDENKO
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NECESSARY AND SUFFICIENT CONDITIONS FOR WEAK CONVERGENCE OF FIRST-RARE-EVENT TIMES FOR SEMI-MARKOV PROCESSES.I
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D. S. SILVESTROV AND M. O. DROZDENKO
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NECESSARY AND SUFFICIENT CONDITIONS FOR WEAK CONVERGENCE OF FIRST-RARE-EVENT TIMES FOR SEMI-MARKOV PROCESSES. II
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DMITRII SILVESTROV, JOZEF TEUGELS, VIKTORIYA MASOL, AND ANATOLIY MALYARENKO
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INNOVATION METHODS, ALGORITHMS, AND SOFTWARE FOR ANALYSIS OF REINSURANCE CONTRACTS
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FREDRIK STENBERG, RAIMONDO MANCA, AND DMITRII SILVESTROV
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SEMI-MARKOV REWARD MODELS FOR DISABILITY INSURANCE
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YEVGEN TURCHYN
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ON ACCURACY OF SIMULATION OF GAUSSIAN STATIONARY PROCESSES IN L2([0, T])
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ROSTYSLAV YAMNENKO
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RUIN PROBABILITY FOR GENERALIZED φ-SUB-GAUSSIAN FRACTIONAL BROWNIAN MOTION
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