Analytic continuation tests prove the method convenient and very effective.
解析延拓等模型计算表明，此方法简单易行，效果明显。
The research on that "Taylor series generally considers its convergent circle as the cut secant" is an important problem of analytic continuation.
“泰勒展开是否以收敛圆为割线”问题是解析开拓理论研究的重要课题，但对此国内外尚无全面细致地研究。
Infinite integrals of coefficients of algebraic equations are reduced to finite integrals by using contour integral and the principle of analytic continuation.
并提出可以用围线积分和解析开拓原理把方程组系数的无穷积分化为有穷积分。
We review the basic principle, formalism, and philosophy of Bayesian inference and discuss its application in the context of the analytic continuation problem.
我们回顾了他的基本原理，公式和贝叶斯原理的性质，并且讨论了它在解析延拓问题的应用。
In this paper, we take Regge theory as a basis to carry out a research on the possibility of analytic continuation. In combination with potential scattering, we discuss some questions in QCD.
本文以菜格理论为基础，研究散射域解析扩大的可能性，结合势散射情况，对QCD中一些问题，进行讨论。
In this paper, we take Regge theory as a basis to carry out a research on the possibility of analytic continuation. In combination with potential scattering, we discuss some questions in QCD.
本文以菜格理论为基础，研究散射域解析扩大的可能性，结合势散射情况，对QCD中一些问题，进行讨论。
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