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statistique, théorie et gestion de portefeuille - Docs at ISFA

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510 Bibliographie<br />

KAHNEMAN, D. ET A. TVERSKY (1979) : “Prospect theory : An analysis of <strong>de</strong>cision un<strong>de</strong>r risk”, Econom<strong>et</strong>rica<br />

47, 263–291.<br />

KAPLANSKI, G. ET Y. KROLL (2001a) : “Efficient VaR Portfolios”, Document <strong>de</strong> Travail, Hebrew<br />

University of Jerusalem.<br />

KAPLANSKI, G. ET Y. KROLL (2001b) : “Value-<strong>at</strong>-Risk equilirium Pricing Mo<strong>de</strong>l”, Document <strong>de</strong> Travail,<br />

Hebrew University of Jerusalem.<br />

KARLEN, D. (1998) : “Using projection and correl<strong>at</strong>ion to approxim<strong>at</strong>e probability distributions”, Computer<br />

in Physics 12, 380–384.<br />

KEARNS, P. ET A. R. PAGAN (1997) : “Estim<strong>at</strong>ing the <strong>de</strong>nsity tail in<strong>de</strong>x for financial time series”,<br />

Review of Economics and St<strong>at</strong>istics 79, 171–175.<br />

KEMPF, A. ET O. KORN (1999) : “Mark<strong>et</strong> <strong>de</strong>pth and or<strong>de</strong>r size”, Journal of Financial Mark<strong>et</strong>s 2, 29–48.<br />

KESTEN, H. (1973) : “Random difference equ<strong>at</strong>ion and renewal theory for products of random m<strong>at</strong>rices”,<br />

Acta M<strong>at</strong>hem<strong>at</strong>ica 131(207-253).<br />

KIMBALL, M. (1993) : “Standard risk aversion”, Econom<strong>et</strong>rica 61, 573–589.<br />

KIRMAN, A. (1983) : “Communic<strong>at</strong>ion in mark<strong>et</strong>s : a suggested approach”, Economics L<strong>et</strong>ters 12, 101–<br />

108.<br />

KIRMAN, A. (1991) : “Epi<strong>de</strong>mincs of opinion and specul<strong>at</strong>ive bubbles in financial mark<strong>et</strong>s”, in Taylor,<br />

M. P. (ed.), Money and Financial Mark<strong>et</strong>s, Blackwell, Cambridge, chapter 17.<br />

KLUGMAN, S. ET R. PARSA (1999) : “Fitting bivari<strong>at</strong>e loss distributions with copulas”, Insurance :<br />

M<strong>at</strong>hem<strong>at</strong>ics and Economics 24, 139–148.<br />

KRAUSS, A. ET R. LINTZENBURGER (1976) : “Skewness preference and the valu<strong>at</strong>ion of risky ass<strong>et</strong>s”,<br />

Journal of Finance 21, 1085–1094.<br />

KRZYSZTOFOWICZ, R. ET K. S. KELLY (1996) : “A m<strong>et</strong>a-Gaussian distribution with specified marginals”,<br />

Document <strong>de</strong> Travail, University of Virginia.<br />

KUSUOKA, S. (2001) : “On law invariant coherent risk measures”, Advances in M<strong>at</strong>hem<strong>at</strong>ical Economics,<br />

Springer, Tokyo, pp. 83–95.<br />

LAHERRÈRE, J. ET D. SORNETTE (1999) : “Streched exponential distributions in n<strong>at</strong>ure and economy :<br />

F<strong>at</strong> tails with characteristic scales”, European Physical Journal B 2, 525–539.<br />

LALOUX, L., P. CIZEAU, J. BOUCHAUD ET M. POTTERS (1999) : “Noise dressing of financial correl<strong>at</strong>ion<br />

m<strong>at</strong>rices”, Physical Review L<strong>et</strong>ters 83, 1467–1470.<br />

LALOUX, L., P. CIZEAU, J. BOUCHAUD ET M. POTTERS (2000) : “Random m<strong>at</strong>rix theory and financial<br />

correl<strong>at</strong>ions”, Intern<strong>at</strong>ional Journal of Theor<strong>et</strong>ical and Applied Finance 3, 391–397.<br />

LEBARON, B. (2001) : “Stochastic vol<strong>at</strong>ility as a simple gener<strong>at</strong>or of apparent financial power laws and<br />

long memory”, Quantit<strong>at</strong>ive Finance 1, 621–631.<br />

LEBARON, B., W. ARTHUR ET R. PALMER (1999) : “Time series properties of an artificial stock mark<strong>et</strong>”,<br />

Journal of Economic Dynamics and Control 23, 1487–1516.<br />

LEVY, H. (1998) : Stoch<strong>at</strong>ic Dominance : Investment <strong>de</strong>cision Making un<strong>de</strong>r Uncertainty, Kluwer Aca<strong>de</strong>mic<br />

Press.<br />

LÉVY, M., H. LÉVY ET S. SOLOMON (1995) : “Microscopic simul<strong>at</strong>ion of the stick mark<strong>et</strong> : the effect<br />

of miscroscopic diversity”, Journal <strong>de</strong> Physique I France 5, 1087–1107.<br />

LI, D., P. MIKUSINSKI ET M. TAYLOR (1998) : “Strong approxim<strong>at</strong>ion of copulas”, Journal of M<strong>at</strong>hem<strong>at</strong>ical<br />

Analysis and Applic<strong>at</strong>ions 225, 608–623.<br />

LILLO, F., J. D. FARMER ET R. N. MANTEGNA (2002) : “Single curve collapse of the price impact for<br />

the New York Stock Exchange”, Document <strong>de</strong> Travail 0207428, Cond-m<strong>at</strong>.

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