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Long time asymptotics of heat kernels for one dimensional elliptic operators with periodic coefficients (Spectral and Scattering Theory and Related Topics)

机译：具有周期系数的一维椭圆算子的热核的长时间渐近性（光谱和散射理论及相关主题）

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TSUCHIDA Tetsuo;
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年度 2010
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正文语种 en
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1. Long-time asymptotics of heat kernels for one-dimensional elliptic operators with periodic coefficients [J] . Tsuchida T Proceedings of the London Mathematical Society . 2008,第0期

机译：具有周期系数的一维椭圆算子的热核的长时间渐近性
2. Long-time asymptotics of heat kernels for one-dimensional elliptic operators with periodic coefficients [J] . Tsuchida T Proceedings of the London Mathematical Society . 2008,第Pta2期

机译：具有周期系数的一维椭圆算子的热核的长时间渐近性
3. Long-time asymptotics of heat kernels for one-dimensional elliptic operators with periodic coefficients [J] . Tetsuo Tsuchida Proceedings of the London Mathematical Society . 2008,第2期

机译：具有周期系数的一维椭圆算子的热核的长时间渐近性
4. Multiscale asymptotic analysis and numerical simulation for second elliptic problems with oscillating coefficients in parallelotope periodic structure [C] . Xin Wang, Yuenan Qiu, Shasha Gao Control, Instrumentation and Automation (ICCIA), 2011 2nd International Conference on . 2012

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5. Spectral theory for discrete one-dimensional quasi-periodic Schroedinger operators [D] . Klein, Silvius 2005

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6. The logarithmic contributions to the ... formula ... asymptotic massive Wilson coefficients and operator matrix elements in deeply inelastic scattering [O] . A. Behring, I. Bierenbaum, J. Blümlein, -1

机译：非弹性散射中对... ... ...渐近质量Wilson系数和算子矩阵元素的对数贡献
7. Asymptotics of Green functions and Martin boundaries for elliptic operators with periodic coefficients (Spectral and Scattering Theory and Related Topics) [O] . Murata Minoru, Tsuchida Tetsuo 2002

机译：具有周期系数的椭圆算子的格林函数和马丁边界的渐近性（谱和散射理论及相关主题）

Long time asymptotics of heat kernels for one dimensional elliptic operators with periodic coefficients (Spectral and Scattering Theory and Related Topics)

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