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9篇 您的检索式:作者名="Vidanovic"
    题名 作者 年代 出处 被引量
1Adult living-donor liver transplantation with ABO-incompatible grafts显示文摘Testa G Vidanovic V Chejfec G 0,,05:1
2On finite element analysis of sling wire rope sub- jected to axial loading显示文摘KASTRATOVIC G VIDANOVIC N BAKIC V et al 2014Ocean Engineering2014,88,:1
3Application of unconventional methods of underground premises construction in coal mines显示文摘Vidanovic N 2011TECHNICS TECHNOLOGIES EDUCATION MANAGEMENT-TTEM2011,,6:1
4查看详情显示文摘I Vidanovic A Balaz H Al-Jibbouri A Pelster 0,,01:1
5An algorithm for the detection ofmove repetition without the use of hash-keys显示文摘Vidanovic D Vuckovic V 2007YugoslavJournal of Operations Research2007,17,2:1
6Adult living-donor liver transplantation with ABO-incompatible grafts显示文摘Testa G Vidanovic V Chejfec G 2008Transplantation2008,85,5:1
7Adult living donor liver transplantation with ABO-ineompatible grafts 显示文摘Testa G Vidanovic V Chejfec G etal 2008Transplantation2008,85,5:1
8Adult living-donor liver transplantation with ABO-ineompatible grafts 显示文摘Testa G Vidanovic V Chejfec G 2008Transplantation2008,85,5:1
9SPEEDUP Code for Calculation of Transition Amplitudes via the Effective Action Approach显示文摘We present Path Integral Monte Carlo C code for calculation of quantum mechanical transition amplitudes for 1Dmodels.The SPEEDUP C code is based on the use of higher-order short-time effective actions and implemented to themaximal order p=18 in the time of propagation(Monte Carlo time step),which substantially improves the convergence of discretized amplitudes to their exact continuum values.Symbolic derivation of higher-order effective actions is implemented in SPEEDUP Mathematica codes,using the recursive Schrodinger equation approach.In addition to the general 1D quantum theory,developed Mathematica codes are capable of calculating effective actions for specific models,for general 2D and 3D potentials,as well as for a general many-body theory in arbitrary number of spatial dimensions.Antun Balaz Ivana Vidanovic Danica Stojiljkovic Dusan Vudragovic Aleksandar Belic Aleksandar Bogojevic Scientific 2012Communications in Computational Physics2012,11,3:0
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