Fourier integral operators and the canonical operator
Fourier integral operators and the canonical operator
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傅里叶积分算子和规范算子
DOI：
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发表时间：
1981
期刊：
影响因子：
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通讯作者：
V. Shatalov
中科院分区：
文献类型：
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作者：
V. Nazaikinskii;V. Oshmyan;B. Sternin;V. Shatalov
一.导言. 12 - 14 4傅里叶积分算子的真实的理论1.密度，伪微分算子和渐近展开？？2.齐次拉格朗日浸入？？3.正则运算符？？4.傅里叶积分算子5.第二章.傅里叶积分算子的复理论1.开场白？？2.解析齐次流形的分析3.相空间的复杂化？？4.复情形下傅里叶积分算子的定义结论参考文献
CONTENTS Introduction Chapter I. Real theory of Fourier integral operators ??1. Densities, pseudodifferential operators, and asymptotic expansions ??2. Homogeneous Lagrangian immersions ??3. The canonical operator ??4. Fourier integral operators ??5. Examples and applications Chapter II. Complex theory of Fourier integral operators ??1. Introductory remarks ??2. Analysis on -analytic homogeneous manifolds ??3. Complexification of the phase space ??4. Definition of Fourier integral operators in the complex case Conclusion References