Jaarboek 1977-1978 - pagina 206

Dr. H. Bart, Prof. dr. M. A. Kaashoek, Prof. dr. D. C. Lay T h e integral formula for the reduced algebraic multiplicity of meromorphic operator functions; in: Proc. Edinburgh Math. Soc. 21 (1978), pp. 65-71Dr. H. Bart, Prof. dr. W. Kaballo Local invertibility of meromorphic operator functions; in: Proc. R. Ir. Acad. 78 A (6) (1978), pp. 37-50. Ir. H. den Boer Linearizations of Operator Functions on Arbitrary Open Sets; in: Integral Equations and Operator Theory i (1978), pp. 19-27. Prof. I. Gohberg, Prof. dr. M. A. Kaashoek Unsolved problems in matrix and operator theory, L Partial multiplicities and additive perturbations; in: Int. Equation Operator Theory i (1978), pp. 278-283. Prof. I. Gohberg, Prof. dr. M. A. Kaashoek, Prof. dr. D. C. Lay Equivalence, linearization and decomposition of holomorphic operator functions; in: J. Functional Analyse 28 (1978), pp. 102-144. Prof. I. Gohberg, Prof. dr. M. A. Kaashoek, Dr. F. van Schagen Common multiples of operator polynomials vi'ith analytic coefficients; rapport nr. 74, Wiskundig Seminarium der V.U., 1978. Dr. ]. Grasman, Drs. M. J. W. Jansen Mutually synchronized relaxation oscillators as proto types of oscillating systems in biology; report TW 178/78, Amsterdam, Mathematisch Centrum, (1978). Dr. A. van Harten, Drs. J. M. Schumacher Some boundary value problems for a class of 2nd order elliptic partial functional differential equations arising in feed-back control theory; rapport nr. 69, Wiskundig Seminarium der V.U., (1977). On a class of partial functional differential equations arising in feed-back control theory; preprint nr. 70, Utrecht, Mathematisch Instituut der R.U.U., (1977). Feed-back control of systems with distributed parameters using a finite number of observators and control inputs; preprint nr. 83, Utrecht, Mathematisch Instituut der R.U.U., (1978). Drs. M. J. W. Jansen Synchronization of weakly coupled relaxation oscillators; report T W 180-78, Amsterdam, Mathematisch Centrum, (1978). Prof. dr. M. A. Kaashoek Recent developments in the spectral analysis of matrix and operator polynomials; in: 204

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