TY  - GEN 
AU  - Jiménez Vargas, Antonio
PY  - 2007
SN  - 0022-247X
UR  - http://hdl.handle.net/10835/16581
AB  - Given a real number α∈(0,1) and a metric space (X,d), let Lip_α(X) be the algebra of all scalar-valued bounded functions f on X such that p_α(f)=sup{|f(x)-f(y)|/d(x,y)^α: x,y ∈ X, x\neq y}<∞, endowed with any one of the norms ||f||=max{p_α(f),||f||_∞}...
LA  - en
PB  - Elsevier
KW  - Disjointness preserving map
KW  - Lipschitz algebras
KW  - Banach–Stone theorem
KW  - Automatic continuity
KW  - Discontinuous disjointness preserving linear functionals
TI  - Disjointness preserving operators between little Lipschitz algebras
ER  -