TY  - GEN 
AU  - Hatori, Osamu
AU  - Jiménez Vargas, Antonio
AU  - Villegas Vallecillos, Moisés
PY  - 2014
SN  - 0022-247X
UR  - http://hdl.handle.net/10835/16542
AB  - Let \Phi:exp Lip(X) → exp Lip(Y) be a surjective mapping where X and Y are compact metric spaces. We describe the form of two types of maps \Phi: those which satisfy the non-symmetric-quotient norm condition for the uniform norm, and those which...
LA  - en
PB  - Elsevier
KW  - Lipschitz algebra
KW  - Peaking function
KW  - Algebra isomorphism
KW  - Isometric isomorphism
TI  - Maps which preserve norms of non-symmetrical quotients between groups of exponentials of Lipschitz functions
ER  -