Symmetric structures in Banach spaces / [electronic resource]
W. B. Johnson ... [et. al.]
- Providence, R.I. : American Mathematical Society, 1979.
- 1 online resource (v, 298 p.)
- Memoirs of the American Mathematical Society, v. 217 0065-9266 (print); 1947-6221 (online); .
"Volume 19 ... (End of volume)."
Bibliography: p. 293-298.
0. Introduction 1. Symmetric structures in subspaces of $L_p(0,1)$; $p > 2$ 2. Subspaces of Banach lattices of type 2 3. Invariants of some finite dimensional Banach spaces with an unconditional or symmetric basis 4. Perfectly homogeneous bases of finite length 5. Uniqueness of the rearrangement structure 6. A classification theorem for embeddings of rearrangement invariant function spaces 7. Orlicz function spaces 8. Isomorphisms between R. I. function spaces on $[0,\infty )$ and on $[0,1]$ 9. Subspaces of a R.I. function space $X$ isomorphic to $X$ 10. Examples
Access is restricted to licensed institutions
Electronic reproduction.
Providence, Rhode Island :
American Mathematical Society.
2012
Mode of access : World Wide Web
9781470404932 (online)
Banach spaces.
Symmetric spaces.
QA3 QA322.2 / .A57 no. 217
510/.8 s 515/.73
"Volume 19 ... (End of volume)."
Bibliography: p. 293-298.
0. Introduction 1. Symmetric structures in subspaces of $L_p(0,1)$; $p > 2$ 2. Subspaces of Banach lattices of type 2 3. Invariants of some finite dimensional Banach spaces with an unconditional or symmetric basis 4. Perfectly homogeneous bases of finite length 5. Uniqueness of the rearrangement structure 6. A classification theorem for embeddings of rearrangement invariant function spaces 7. Orlicz function spaces 8. Isomorphisms between R. I. function spaces on $[0,\infty )$ and on $[0,1]$ 9. Subspaces of a R.I. function space $X$ isomorphic to $X$ 10. Examples
Access is restricted to licensed institutions
Electronic reproduction.
Providence, Rhode Island :
American Mathematical Society.
2012
Mode of access : World Wide Web
9781470404932 (online)
Banach spaces.
Symmetric spaces.
QA3 QA322.2 / .A57 no. 217
510/.8 s 515/.73