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1. The Bargmann System And The Neumann System For The 4~(th) Order Eigenvalue Problems And The Representation Of The Solutions For The Evolution Equations
2. Decomposition Theorems Of Design Matrices For General Autoregressive Models With Applications To Time Series Analysis
3. Canonical Forms And Numerical Methods For The Eigenvalue Problems Of Some Doubly Structured Matrices
4. Belitskii’s Canonical Forms For Upper Triangular Nilpotent Matrices
5. Feedback Complete Linearization And Canonical Forms Of Stochastic Nonlinear Systems With Unknown Parameters
6. Analytic Discription Of Self-Adjointness Of General C-Symmetric Differential Operators
7. Canonical Forms For Third Order Self-adjoint Boundary Conditions And Dependence Of Eigenvalue On The Problem
8. CANONICAL FORMS FOR LINEAR-QUADRATIC OPTIMAL CONTROL PROBLEMS
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