Hill's equation systems and infinite determinants R. Denk Abstract. In this paper we develop a method to calculate the Floquet exponents of the matrix-valued version of Hill's equation using infinite
Elliptic boundary value problems with large parameter for mixed order systems R. Denk, L. Volevich Abstract. In this paper boundary value problems are studied for systems with large parameter, ellipti
New thoughts on old results of R. T. Seeley R. Denk, G. Dore, M. Hieber, J. Prüss, and A. Venni Abstract. In this paper we show that the L p -realization of a vector-valued elliptic boundary value pro
An elliptic boundary problem for a system involving a discontinuous weight R. Denk, M. Faierman, and M. Möller Abstract. In a recent paper, Agranovich, Denk and Faierman dealt with a priori estimates,
Towards an L 1 -theory for vector-valued elliptic boundary value problems R. Denk, M. Hieber, J. Prüss Abstract. In this note, we consider vector-valued boundary value problems with constant coefficie
L p -resolvent estimates and time decay for generalized thermoelastic plate equations R. Denk, R. Racke Abstract. We consider the Cauchy problem for a coupled system generalizing the thermoelastic pla
Boundary value problems for elliptic mixed order systems with parameter R. Denk, L. Volevich Abstract. This paper gives a survey on the concept of parameter-ellipticity and parabolicity for mixed orde
A new class of parabolic problems connected with Newton's polygon R. Denk, L. Volevich Abstract. A new class of boundary value problems for parabolic operators is introduced. We discuss some linearize
The spectrum of the multiplication operator associated with a family of operators in a Banach space R. Denk, M. Möller, and C. Tretter Abstract. An operator family of densely defined closed linear ope
Generation of Semigroups for Vector-Valued Pseudodifferential Operators on the Torus B. Barraza Martínez, R. Denk, J. Hernández Monzón, and T. Nau Abstract . We consider toroidal pseudodifferential op