258 results on '"HILSCHER, ROMAN"'
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2. Oscillation Numbers for Continuous Lagrangian Paths and Maslov Index
3. Oscillation numbers for continuous Lagrangian paths and Maslov index
4. Solutions with prescribed numbers of focal points of nonoscillatory linear Hamiltonian systems
5. Weak disconjugacy, weak controllability, and genera of conjoined bases for linear Hamiltonian systems
6. Discrete Symplectic Eigenvalue Problems
7. Miscellaneous Topics on Symplectic Systems
8. Oscillation Theory of Symplectic Systems
9. Comparative Index Theory
10. Basic Theory of Symplectic Systems
11. Motivation and Preliminaries
12. Lidskii angles and Sturmian theory for linear Hamiltonian systems on compact interval
13. Comparative index and Lidskii angles for symplectic matrices
14. Distribution and number of focal points for linear Hamiltonian systems
15. Singular Sturmian comparison theorems for linear Hamiltonian systems
16. Singular Sturmian separation theorems on unbounded intervals for linear Hamiltonian systems
17. Discrete oscillation theorems for symplectic eigenvalue problems with general boundary conditions depending nonlinearly on spectral parameter
18. Focal points and principal solutions of linear Hamiltonian systems revisited
19. Reid’s Construction of Minimal Principal Solution at Infinity for Linear Hamiltonian Systems
20. Comparative index and Sturmian theory for linear Hamiltonian systems
21. Generalized focal points and local Sturmian theory for linear Hamiltonian systems.
22. Symplectic Difference Systems: Oscillation and Spectral Theory
23. Principal solutions at infinity for time scale symplectic systems without controllability condition
24. Eigenvalue Comparison for Discrete Symplectic Systems
25. On square integrable solutions and principal and antiprincipal solutions for linear Hamiltonian systems
26. Genera of conjoined bases of linear Hamiltonian systems and limit characterization of principal solutions at infinity
27. Generalized Lagrange Identity for Discrete Symplectic Systems and Applications in Weyl–Titchmarsh Theory
28. Principal and antiprincipal solutions at infinity of linear Hamiltonian systems
29. Comparative index and Hörmander index in finite dimension and their connections
30. Recessive solutions for nonoscillatory discrete symplectic systems
31. Sturm–Liouville matrix differential systems with singular leading coefficient
32. Solutions with prescribed numbers of focal points of nonoscillatory linear Hamiltonian systems
33. Limit point and limit circle classification for symplectic systems on time scales
34. Symplectic Dynamic Systems
35. Oscillation theorems for discrete symplectic systems with nonlinear dependence in spectral parameter
36. Eigenvalue theory for time scale symplectic systems depending nonlinearly on spectral parameter
37. Principal Solutions at Infinity of Given Ranks for Nonoscillatory Linear Hamiltonian Systems
38. Oscillation theorems and Rayleigh principle for linear Hamiltonian and symplectic systems with general boundary conditions
39. Hamilton–Jacobi theory over time scales and applications to linear-quadratic problems
40. Oscillation Numbers for Continuous Lagrangian Paths and Maslov Index
41. Reid’s Construction of Minimal Principal Solution at Infinity for Linear Hamiltonian Systems
42. First order conditions for generalized variational problems over time scales
43. Minimal Principal Solution at Infinity for Nonoscillatory Linear Hamiltonian Systems
44. Weyl disks and square summable solutions for discrete symplectic systems with jointly varying endpoints
45. Eigenvalue Comparison for Discrete Symplectic Systems
46. A REMARK ON DISCRETE QUADRATIC FUNCTIONALS WITH SEPARABLE ENDPOINTS
47. DISCONJUGACY OF SYMPLECTIC SYSTEMS AND POSITIVE DEFINITENESS OF BLOCK TRIDIAGONAL MATRICES
48. Weak maximum principle and accessory problem for control problems on time scales
49. Picone type identities and definiteness of quadratic functionals on time scales
50. Spectral and oscillation theory for general second order Sturm-Liouville difference equations
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