eigenfunctions - Globe Thesis

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1.	Spectrum Of Infinite Dimensional Hamiltonian Operators And Completeness Of The Eigenfunction Systems
2.	The Convergence And Divergence Problems Of Expansion Based On Eigenfunctions Of Hamilton Operators
3.	The Construction And Analysis Of A Conjugate Operator In Acoustic Waveguides With Curved Interface
4.	Expansion Of Eigenfunctions With Separable Boundary Conditions
5.	First Eigenvalue Problem Of Dirichlet Forms
6.	Existence Of Solutions Of An Ambrosetti Type Equation
7.	Sturm-Liouville Operators With Transmission Conditions And The Spectrum Of The Schrodinger Operators With Point Interactions
8.	Some Results On The Transmission Eigenvalue Problem In Inverse Scattering Theory
9.	Computation Of The Eigenvalues And Eigenfunctions To The P-laplacian Operator
10.	A Study Of The Geometric Momentum On Two-dimensional Surface
11.	Study Several Differential Operators With Discontinuous Points In The Interval
12.	On The Research Of Spectrum Of Differential Operator
13.	The Biorthogonal Expansion Theorem For Some Problems Of Elasticity
14.	Second Order Singular Sturm - Liouville Spectral Problem With Transition
15.	Spectral Properties Of A Class Of Sturm - Liouville Equations With Transition
16.	Spectral Properties Of Sturm - Liouville Equations With Distribution Potential And Transition Conditions
17.	Complete Continuity Of Eigenvalues And Eigenfunctions Of Laplacian
18.	Researches On The Theory And Applications Of Kernel-based Approximation Methods
19.	A New Type Of Sturm-liouville Problem
20.	Studies On Reconstructing The Heat Source And The Initial Distribution Based On The Expansion Of Eigenfunctions
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