Abstract
We give an a-priori estimate near the boundary for solutions of a class of higher order degenerate elliptic problems in the general Besov-type spaces $$B^{s,\tau }_{p,q}$$
B
p
,
q
s
,
τ
. This paper extends the results found in Hölder spaces $$C^s$$
C
s
, Sobolev spaces $$H^s$$
H
s
and Besov spaces $$B^s_{p,q}$$
B
p
,
q
s
, to the more general framework of Besov-type spaces.