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NOTE ON THE PROBLEM OF THE CONVERGENCE OF THE FIRST ORDER APPROXIMATE Tc SERIES SOLUTION

ZHOU ZI-FANG MAO DE-QIANG GU YI-MING WU HANG-SHENG

NOTE ON THE PROBLEM OF THE CONVERGENCE OF THE FIRST ORDER APPROXIMATE Tc SERIES SOLUTION

ZHOU ZI-FANG, MAO DE-QIANG, GU YI-MING, WU HANG-SHENG
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  • Received Date:  13 February 1980
  • Published Online:  05 May 1980

NOTE ON THE PROBLEM OF THE CONVERGENCE OF THE FIRST ORDER APPROXIMATE Tc SERIES SOLUTION

  • 1. 中国科学技术大学

Abstract: In this paper, an example is given, through which we have arrived at the following conclusion: the convergence radius of the first order approximate Tc series solutionfor μ*=0 is determined neither by nor by zph=-∫0(ωph)dωg(ω)dω(ω2)/(ωph2-ω2) nor by zph=∫0(ωph)dωg(ω)dω(ω2)/(ωph2+ω2).

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