關鍵字:

教師資料查詢 | 教師:何俊麟

# 學年期 類別 標題
253 97-1 研究獎勵 Stabilizing Quantum Metastable States in a Time-dependent Potential
254 82-1 研究獎勵 2.Symmetry Breaking by Wilson Lines and Finite Temperature and Density Effects
255 94-1 研究獎勵 Quasi-exact solvability of the Pauli equation
256 80-1 研究獎勵 (新聘博士學位第一年免附著作)
257 83-1 研究獎勵 Generalized commutators and deformation of styong coupling superconductivity
258 88-1 研究獎勵 Two-dimensioned gases of generalized statistics in a uniform magnetic field
259 82-1 研究獎勵 Braid Group Representation of Anyon Theory on a Torus
260 95-1 研究獎勵 Stabilizing quantum metastable States in a time-periodic potential
261 97-1 研究獎勵 A novel quasi-exactly solvable model with total transmission modes
262 91-1 研究獎勵 強磁場中的核子及電子氣之化學平衡
263 84-1 研究獎勵 Spherelike solutions in surface functional theory and dirac′s membrane model
264 85-1 研究獎勵 W∞ and slg algebras in the landau problem and chernsimons theory on a torus
265 83-1 研究獎勵 環面上陳一西門氏理論之算子代數。
266 80-1 研究獎勵 Supersymmetry in the line/Surface Functional Theory of Strings and p-branes
267 81-1 研究獎勵 Anyon Eqation on a torus
268 86-1 研究獎勵 Quantum group symmetry in multiple chern-Simous theory on a torus.
269 86-1 研究獎勵 W-Infinity and SLq(2) algbras in the landau problem and chernsimons theory on a torus
270 99-1 研究獎勵 Simple unified derivation and solution of Coulomb, Eckart and Rosen-Morse potentials in Prepotential approach
241 100-1 教學計畫表 土木系工設一:普通物理實驗 TECAB1S0291 0B
242 100-1 教學計畫表 物理系應物四:量子力學(一) TSPBB4S0310 0A
243 100-1 教學計畫表 物理一碩士班:物理數學專題 TSPXM1S0855 0A
244 98-1 研究報告 數學物理方程之可解性
245 93-1 研究獎勵 Quantum metastability in a class of moving potentials
246 96-1 研究獎勵 Quasi-exact solvability of Dirac equation with Lorentz scalar potential
247 99-1 研究獎勵 Fermion pair production in planar Coulomb and Aharonov--Bohm potentials
248 95-1 研究獎勵 Quantum metastability in time-periodic potentials
249 82-1 研究獎勵 Wilson Lines 對稱破壞及有限溫度與密度效應
250 81-1 研究獎勵 Anyon Equation on a Torus
251 81-1 研究獎勵 Anyon Equation on a Torus
252 85-1 研究獎勵 Spherelike solutions in surface functional theory and dirac's membrane model