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2. On sensitivity in optimal control problems
3. Geometric and analytic views in existence theorems for optimal control in Banach spaces. Part 1. Distributed parameters
4. General Lagrange multiplier theorems
5. Characterization of Privileged Polydomains
6. Strong Laws of Large Numbers for Weakly Orthogonal Sequences of Banach Space-Valued Random Variables
7. Varieties of Linear Topological Spaces
8. Several Theorems on Boundedness and Equicontinuity
9. Orthogonality and Nonlinear Functionals on Banach Spaces
10. Differential Equations in Abstract Spaces
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