王振男Wang, Jenn-Nan臺灣大學:數學研究所賴如育Lai, Ru-YuRu-YuLai2010-05-052018-06-282010-05-052018-06-282009U0001-2506200909581100http://ntur.lib.ntu.edu.tw//handle/246246/180662noneIn the two-dimensional case, we consider the problem of determining the potential A from the set of Cauchy data for the equation Pu=Du+Au=0. We transfer this first orderystem problem into second order equation, then we hope to determine the coefficients of the second order equation.1.Introduction 1.Second Order Equation 3.Some Lemmas 4.Proof of the Main Result 11.The Relation between First Order System and Second Order Equation 13.Recent Development for Caldero''n Problem 18.The Magnetic Field and the Electrical Potential for the Pauli Hamiltonian 23eferences 27application/pdf315877 bytesapplication/pdfen-USnoneDirichlet to Neumann mapmagnetic fieldelectrical potentialCauchy datathe Pauli Hamiltonian一階系統的邊界值反問題Inverse Boundary Value Problem for a First Order Systemthesishttp://ntur.lib.ntu.edu.tw/bitstream/246246/180662/1/ntu-98-R95221005-1.pdf