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| Field | Value |
| Title | On interpolation with units in H∞ |
| Names |
PATRE, BM
AGASHE, SD JAYAKUMAR, S BANDYOPADHYAY, B |
| Date Issued | 1997 (iso8601) |
| Abstract | The problem of finding a unit in H∞ i.e., an H ∞ function the inverse of which is also H∞ , which interpolates to given points in the right-half plane has important applications in a number of feedback stabilization problems, i.e., strong stabilization (stabilization by a stable compensator) and simultaneous stabilization (finding a common fixed compensator which stabilizes a finite set of possible plants). The present paper gives an overview of the interpolation theory and some remarks observed with different mappings used in literature to find a unit in H∞ . A new algorithm is also presented to construct a unit in H∞. |
| Genre | Article |
| Topic | Compensation |
| Identifier | Proceedings of the IEEE International Symposium on Circuits and Systems (V 2), Hongkong, 9-12 June 1997,1021-1024 |