Linear parabolic problems involving measures

By Herbert Amann. 2001

57 citations recorded by the source corpus.

Subfields: Computational Theory and Mathematics, Control and Systems Engineering, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/ca7fb1a6d6afb50334501ab425e46dceff1ea1b4

How researchers see this paper

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

In Computational Theory and Mathematics

1. Robert Haller-Dintelmann
2. Alf Jonsson
3. Dorothee Knees
4. Joachim Rehberg
5. Herbert Amann
6. Robert Denk
7. Mario Kaip

In Control and Systems Engineering

1. Herbert Amann
2. Y. Taniuchi
3. Jean-Pierre Raymond
4. Yoshihiro Sawano
5. H. Sohr
6. Giovanni P. Galdi
7. Robert Denk
8. Reinhard Farwig

In Mathematical Physics

1. Alf Jonsson
2. Dorothee Knees
3. Robert Haller-Dintelmann
4. Joachim Rehberg
5. Herbert Amann
6. Y. Taniuchi
7. Jean-Pierre Raymond
8. Yoshihiro Sawano

Citations in the corpus

• Maximal Regularity for Nonautonomous Evolution Equations (2004, unknown): “Moreover, if µ 6= 1=p0 and E1 is compactly embedded in E0, then these embeddings are compact as well (see [ 2, Theorem 3 ] and (2.5)).”
• Elliptic and parabolic regularity for second‐ order divergence operators with mixed boundary conditions (2013, background): “In particular, in the 2d-case one may even admit functions in time which take their values in the space of Borel measures, since the space of these measures then continuously embeds into any space W D (Ω) with q < 2, compare also [2].”
• Anisotropic function spaces and maximal regularity for parabolic problems Part 1: Function spaces (2009, background): “Amann [6] and, in the nonlinear framework, in H.”