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Fernando A Mierzejewski

femierze@lycos.com

Conference papers

2007
Fernando Mierzejewski (2007)  An actuarial approach to short-run monetary equilibrium   In: 5th Actuarial and Financial Mathematics Day Edited by:Michèle Vanmaele, Griselda Deelstra, Ann De Schepper, Jan Dhaene, Huguette Reynaerts, Wim Schoutens, Paul Van Goethem. 67-76 Universa Press, 9230 Wetteren, Belgium  
Abstract: The extent to which the money supply affects the aggregate cash balance demanded at a certain level of nominal income and interest rates is determined by the interest-rate-elasticity and stability of the money demand. An actuarial approach is adopted in this paper for dealing with investors facing liquidity constraints and maintaining different expectations about risks. Under such circumstances, a level of surplus exists which maximises expected value. Moreover, when the distorted probability principle is introduced, the optimal liquidity demand is expressed as a Value-at-Risk and the comonotonic dependence structure determines the amount of money demanded by the economy. As a consequence, the more unstable the economy, the greater the interestrate-elasticity of the money demand. Moreover, for different parametric characterisation of risks, market parameters are expressed as the weighted average of sectorial or individual estimations, in such a way that multiple equilibria of the economy are possible.
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2006
Fernando Mierzejewski (2006)  Economic capital allocation under liquidity constraints   In: 4th Actuarial and Financial Mathematics Day Edited by:Michèle Vanmaele, Ann De Schepper, Jan Dhaene, Huguette Reynaerts, Wim Schoutens, Paul Van Goethem. 107-116 Universa Press, 9230 Wetteren, Belgium  
Abstract: Since the capital structure affects the performance of financial institutions confronted to liquidity constraints, the Economic Capital is determined by the maximisation of value. Allowing economic decisions to be characterised by a distorted probability distribution (so assessing the attitude towards risk as well as information and knowledge) the optimal surplus is expressed as a Value-at-Risk, as recommended by the Basel Committee. Thus, demanding more capital than regulatory requirements accounts for different expectations about risks. The optimal surplus is allocated to the lines of business of a conglomerate according to the borne risk and the type of divisional managers. Full allocation is assured and no covariances are required. Further, a mechanism is provided, which allows for the distribution of equity in a decentralised organisation.
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