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2. Fractional Programming with Homogeneous Functions.
3. AN ATTRITION GAME.
4. NICE DEMAND FUNCTIONS.
5. A GENERAL FORMULATION OF THE LECHATELIER-SAMUELSON PRINCIPLE: A COMMENT.
6. Using Flows to Construct Hilbert Space Factors of Function Spaces
7. Representations for Transformations Continuous in the $BV$ Norm
8. Geometry of Lebesgue-Bochner Function Spaces-Smoothness
9. Limit Theorems for Some Functionals of Certain Galton-Watson Branching Processes
10. A Function Space Integral for a Banach Space of Functionals on Wiener Space
11. Decreasing Rearrangements and Doubly Stochastic Operators
12. Gaussian Processes and Gaussian Measures
13. Conditional Expectations and an Isomorphic Characterization of L 1 -Spaces
14. On Paracompactness in Function Spaces with the Compact-Open Topology
15. Weak Convergence of Probability Measures and Random Functions in the Function Space D[0,∞)
16. Condition for a Function Space to be Locally Compact
17. Inference in Stochastic Processes-IV: Predictors and Projections
18. Linear Differential Equations and Function Spaces : Linear Differential Equations and Function Spaces
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