258 results on '"Artstein, Zvi"'
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2. Detecting random sets by samplings from their values
3. Computing Singularly Perturbed Differential Equations
4. Analysis and Computation of a Discrete KdV-Burgers Type Equation with Fast Dispersion and Slow Diffusion
5. Computing singularly perturbed differential equations
6. Convexity and Closure in Optimal Allocations Determined by Decomposable Measures
7. Intuition versus logische Strenge
8. Asymptotic stability of singularly perturbed differential equations
9. The Rothschild–Weizmann Master’s Program for Practicing Mathematics Teachers
10. Linear singularly perturbed systems without slow-fast split
11. A Young Measures Approach to Averaging
12. On Impulses Induced by Singular Perturbations
13. ANALYSIS AND COMPUTATION OF A DISCRETE KDV-BURGERS TYPE EQUATION WITH FAST DISPERSION AND SLOW DIFFUSION
14. Examples of stabilization with hybrid feedback
15. Pontryagin Maximum Principle Revisited with Feedbacks
16. Probing for Information in Two-Stage Stochastic Programming and the Associated Consistency
17. THE SINGULAR PERTURBATION LIMIT OF AN ELASTIC STRUCTURE IN A RAPIDLY FLOWING NEARLY INVISCID FLUID
18. A Strong Law of Large Numbers for Random Compact Sets
19. Generalized Solutions to Continuous-Time Allocation Processes
20. On the velocity of planar trajectories
21. On stabilization of switched linear systems
22. State Nullification by Memoryless Output Feedback
23. The pendulum under vibrations revisited
24. Orlicz–Young Structures of Young Measures
25. Compact convergence of σ-fields and relaxed conditional expectation
26. Projections on Convex Sets in the Relaxed Limit
27. Singularly Perturbed Ordinary Differential Equations with Nonautonomous Fast Dynamics
28. Gains and costs of informationin stochastic programming
29. Relaxed Multifunctions and Young Multimeasures
30. Linear-quadratic tracking of coupled slow and fast targets
31. On Impulses Induced by Singular Perturbations
32. A calculus for set-valued maps and set-valued evolution equations
33. First-order approximations for differential inclusions
34. Chattering limit for a model of harvesting in a rapidly changing environment
35. Convexification in Limit Laws of Random Sets in Banach Spaces
36. Yet Another Proof of the Lyapunov Convexity Theorem
37. Sensors and information in optimization under stochastic uncertainty
38. The Lyapunov method (a tutorial)
39. Convergence to convex compact sets in infinite dimensions
40. Examples of stabilization with hybrid feedback
41. Gains and costs of information in stochastic programming
42. Probing for Information in Two-Stage Stochastic Programming and the Associated Consistency
43. The Lyapunov method (a tutorial)
44. On Singularly Perturbed Retarded Functional Differential Equations
45. Invariant Measures of Set-Valued Maps
46. A variational problem determined by probability measures
47. Invariant Measures of Differential Inclusions Applied to Singular Perturbations
48. ON THE ASYMPTOTIC STABILITY OF OSCILLATORS WITH UNBOUNDED DAMPING
49. On the Calculus of Closed Set-Valued Functions
50. Lyapounov Convexity Theorem and Riemann-Type Integrals
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