Results 21 to 30 of about 73 (68)
Background filtrations and canonical loss processes for top-down models of portfolio credit risk
Credit risk, Default correlation, Point processes, Generalized Cox processes, Hypothesis ℍ, G13, 60G35, 91B28, 91B30,
Schoenbucher, Philipp J. +3 more
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Optimal capital and risk allocations for law- and cash-invariant convex functions [PDF]
Exact convolutions, Law-invariant risk measures, Optimal capital and risk allocations, 91B28, 91B30, G32, C62,
Damir Filipović +3 more
core +2 more sources
Generalized Hoeffding-Fréchet functionals and mass transportation
This note is concerned with some historical remarks on and a partial review of two interesting mathematical subjects, the generalized Hoeffding-Fréchet functionals and the Monge-Kantorovich mass transportation problem.
Rüschendorf Ludger
doaj +1 more source
Dilatation monotone risk measures are law invariant
Coherent risk measures, Convex risk measures, Dilatation monotonicity, Factor monotonicity, Fatou property, Law invariance, Second-order stochastic dominance, G32, 91B16, 91B30,
Alexander Cherny +3 more
core +1 more source
Worst case portfolio vectors and diversification effects
Dependent risks, Risk bounds, Diversification, Comonotone vectors, 60E15, 91B30, G32, C43,
Ludger Rüschendorf
core +1 more source
Partial equilibria with convex capital requirements: existence, uniqueness and stability
Acceptance sets, Convex capital requirements, Incomplete markets, Mutually agreeable claims, Partial equilibrium allocation, Partial equilibrium price, Stability of equilibria, Primary 91B70, Secondary 91B30, 60G35, G11, G12, C62,
Michail Anthropelos, Gordan Žitković
core +1 more source
Dynamic risk measures: Time consistency and risk measures from BMO martingales
Dynamic risk measures, Conditional risk measures, Time consistency, BMO martingales, 91B30, 91B70, 60G44, 28A20, 46A20, D81, D52, C61,
Jocelyne Bion-Nadal
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Representation of the penalty term of dynamic concave utilities
Dynamic concave utilities, Dynamic convex risk measures, Penalty functions, g-expectations, Backward stochastic differential equations, 60G44, 60H10, 91B30, G11, G13, G22,
Shige Peng +2 more
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Asymptotic distribution of law-invariant risk functionals
Risk functionals, Law-invariance, Asymptotic normality, M-theorems, 91B30, 62E20, 60F05, 91B28, D81, G32,
Georg Pflug, Nancy Wozabal
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Thiele's differential equation generalized
A general model for the evaluation of insurance policies by means of the mathematical reserve is determined. We obtain an expression which allows us to draw generalized versions of the traditional Thiele’s equation in different stochastic hypothesis ...
GOSIO, CRISTINA, RAVERA, MARINA
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