A Semigroup Approach to Boundary Feedback Systems

83 citations recorded by the source corpus.

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

Maximal Controllability for Boundary Control Problems (2010, background): “We start from the setting of G. Greiner [19–21] and others (e.g., [ 8 , 9]), who have shown the value of such an approach to study well-posedness, spectral properties and regularity under very natural assumptions.”
Spectral problems for operator matrices (2005, methodology): “Using ideas from [9], we can write this system abstractly as follows.”
Semigroups for flows in infinite networks (2008, methodology): “(See [14] where this terminology is explained and used in an abstract framework.”
Boundary value problems for elliptic partial differential operators on bounded domains (2007, background): “parabolic problems or problems with a block matrix structure, see [7,6,13,20,33].”
Spectral properties and asymptotic periodicity of flows in networks (2005, background): “The boundary conditions (BC) will now be added using two boundary operators L and M (see [5] where this terminology is explained and used in an abstract framework).”