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We look at the theory of arbitrage with taxation under certainty. The tax scale in our model is not linear. Under the …
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We show that the recent results on the Fundamental Theorem of Asset Pricing and the super-hedging theorem in the context of model uncertainty can be extended to the case in which the options available for static hedging (hedging options) are quoted with bid-ask spreads. In this set-up, we need...
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Let L be a linear space of real bounded random variables on the probability space (omega,A, P0). There is a finitely additive probability P on A, such that P tilde P0 and EP (X) = 0 for all X in L, if and only if cEQ(X) = ess sup(-X), X in L, for some constant c 0 and (countably additive)...
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We develop the fundamental theorem of asset pricing in a probability-free infinite-dimensional setup. We replace the usual assumption of a prior probability by a certain continuity property in the state variable. Probabilities enter then endogenously as full support martingale measures (instead...
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provided. The identification method is then applied in testing a conditional version of the CAPM. -- Triangular systems …; endogeneity; identification; conditional heteroskedasticity; generalized method of moments; GARCH; GMM; CAPM …
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