Differential and integral equations are the most widely-used tools in the modelling of real-life processes and phenomena. This volume contains a number of papers on some recent important analytic and numerical developments in these fields, with direct application to linear and non-linear problems in continuum mechanics and mathematical physics.
Includes papers by:
V.I. Agoshkov
H. Andrä
T. Apel
M. Bach, S. A. Nazarov, and W.L. Wendland
E. Baderko
F-J Barthold, M. Schmidt, and E. Stein
M. Bochniak
M. Bourlard and S. Nicaise
R. Bürger
L.P. Castro and F-O Speck
S. Chelkak
G. Konovalov and L. Oganesjan
C. Coclici, I. Sofronov, and W.L. Wendland
C. Constanda
M. Costabel and M. Dauge
P.B. Dubovskii
M.A. Efendiev and W.L. Wendland
B. Faermann
M. Feistauer and C. Schwab
A. Friedmann and A. Kharytonov
F-K Hebeker, Ch Führer, and R. Rannacher
N. Heuer
J. Jarusek and Ch Eck
L. Jentsch, D. Natroshvili, and W.L. Wendland
B.N. Khoromskij
P. Kucera
M. Maischak and E.P. Stephan
V. Maz´ya
J.M. Melenk
Gh Morosanu
S.A. Nazarov
S. Nicaise and H. El Bouzid
K. Ohtsuka
L. Paquet
K. Ruotsalainen
V.S. Ryaben´kii
A-M Sändig
A.M. Santos, F-O Speck, and F. S. Teixeira
H. Schippers and J.I. Van den Berg
M. Schulz
T. Shaposhnikova
V. Sheveleva
B. Silbermann, R. Hagen, and S. Roch
O. Steinbach
B. Sternin and V. Shatalov
K. Türke
M.I. Vishik
E. Wegert
K. Wendland and W. Müller
H. Zorski and T. Lipniacki