The essential selfadjointness of pseudodifferential operators associated with nonelliptic Weyl symbols with large potentials

Masao Yamazaki

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The essential selfadjointness of pseudodifferential operators associated with nonelliptic Weyl symbols with large potentials

机译：与具有大潜力的非椭圆Weyl符号相关的伪微分算子的基本自伴性

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《Osaka Journal of Mathematics》 |1992年第2期|共页
作者
Masao Yamazaki;
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中图分类数学;
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2. Pseudodifferential operators with non-regular operator-valued symbols [J] . Bienvenido Barraza Martínez, Robert Denk, Jairo Hernández Monzón Manuscripta mathematica . 2014,第3a4期

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3. Pseudodifferential Operators with Operator Valued Symbols. Fredholm Theory and Exponential Estimates of Solutions [J] . V. S. Rabinovich Memoirs on Differential Equations and Mathematical Physics . 2011,第5期

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4. DIRECT AND INVERSE WAVE PROPAGATION IN THE FREQUENCY DOMAIN VIA THE WEYL OPERATOR SYMBOL CALCULUS [C] . Louis Fishman Biennial Conference on Mechanical Vibration and Noise . 1995

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5. Conjugation of pseudodifferential operators by Fourier integral operators using ideas from the Weyl calculus [D] . Silva, Jorge Drumond. 2001

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6. Classes of Spatially Inhomogeneous Pseudodifferential Operators [O] . R. Beals, C. Fefferman 1973

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7. The essential selfadjointness of pseudodifferential operators associated with nonelliptic Weyl symbols with large potentials [O] . YAMAZAKI MASAO 1992

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8. Symbol Analysis of Periodic Pseudodifferential Operators [R] . Turunen, V., Vainikko, G. 1997

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The essential selfadjointness of pseudodifferential operators associated with nonelliptic Weyl symbols with large potentials

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