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31篇 您的检索式：作者名="LEIPPOLD"

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	题名	作者	年代	出处	被引量
1	Multiperiod meanvariance efficient portfolios with endogenous liabilities显示文摘	Leippold M Trojani F Vanini P	2011	Quantitative Finance2011，11，10：	1
2	Optimal Credit Limit Management under Different Information Regimes 显示文摘	Leippold M Vanini P Ebnoether S	2006	Journal of banking and finance2006，，30：	1
3	A geometric approach to multi-period mean-variance optimization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economics Dynamics and Control2004，28，6：	1
4	Multi-period mean-variance efficient portfolios with endogenous liabili-ties显示文摘	Leippold M Trojani F Vanini P	2011	Quantitative Finance2011，11，10：	1
5	A geometric approach to multiperiod mean variance optimization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	J Econ Dyn Control2004，28，：	1
6	A geometric ap- proach to multi-period mean-variance optimization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economies Dynam- ics and Control2004，28，6：	1
7	A geometric approach to multiperiod mean variance of assets and liabilities显示文摘	Leippold M Trojani F Vanini P		0，，：	1
8	Botulinum toxin as a new therapy option for voiding disorders: current state of the art显示文摘	Leippold T Reitz A Schurch B	2003	Eur Urol2003，44，2：	1
9	A geometric approach to multiperiod mean variance optimization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economic Dynamics and Control2004，28，：	1
10	A simple model of credit contagion显示文摘	EGLOFF D LEIPPOLD M VANINI P	2007	Journal of Banking Finance2007，31，8：	1
11	A geometric approach to multi-period mean-variance optitmization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economics Dynamics and Control2004，28，：	1
12	A geo metric approach to multiperiod mean-variance optimi- zation of assets and liabilities 显示文摘	LEIPPOLD M TROJANI F VANINI P	2004	Journal of Eco- nomics Dynamics and Control2004，28，：	1
13	A geometric approach to mean variance optimization of assets and liabilities 显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economic Dynamics & Control2004，28，：	1
14	A geometric approach to multiperiod mean variance optimization of assets and liabilities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economic Dynamics and Control2004，8，：	1
15	Chronic scrotal pain syndrome:management among urologists in Switzerland显示文摘	STREBEL RT LEIPPOLD T LUGINBUEHL T		0，，：	1
16	Time-changed 1,6vy LIBOR market model: Pricing and joint estimation of the cap surface and swaptioncube显示文摘	Leippold M Strcmberg J	2014	Journal of Financial Economics2014，111，1：	1
17	Economic Benefit of Powerful Credit Scoring 显示文摘	Andreas Blochlinger Markus Leippold	2006	Journal of Banking & Finance2006，，：	1
18	A geometric approach to multiperiod mean variance optimization of assets and liabilities 显示文摘	Markus Leippold Fabio Trojani Paolo Vanini	2004	Journal of Economic Dynamics & Control2004，28，：	1
19	A geometric approach to multiperiod mean variance optimization of assets and liabil- ities显示文摘	Leippold M Trojani F Vanini P	2004	Journal of Economics Dynamics Control2004，28，：	1
20	A geometric approach to multi-period mean variance of assets and liabilities显示文摘	LEIPPOLD M TROJANI F VANINI P	2004	Journal of Economic Dynamics and Control2004，28，6：	1

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