Publications of T S S R K Rao from 1981-2000.:

1. Facial characterizations of complex Lindenstrauss spaces, Trans. Amer. Math. Soc. 268(1981), 173-186. (Jointly with A. J.Ellis, A. K. Roy and U. Uttersrud).
2. Characterizations of some classes of L^1-preduals by the Alfsen - Effros Structure topology, Israel J.Math. 42(1982), 20-32.
3. Isometries of A_C(K), Proc. Amer. Math.Soc. 85(1982), 544- 46.
4. A note on real structure in complex L^1-preduals,Arch. Math., 45 (1985), 45, (1985), 267- 269.
5. An intersection property of balls and relations with M-ideals, Math. Z., 197(1988) 277-290. (Jointly with P.Harmand).
6. Intersection properties of balls in tensor products of some Banach spaces, Math. Scand.,64 (1989) 103-118. (Jointlywith A. K. Roy and K. Sundaresan).
7. A note on the R_{n,k} propertyfor L^1 (\mu, E). Canad. Math. Bull., 32 (1989), 74-77.
8. Intersection properties of balls in tensor products of some Banach spaces -II, Indian. J. Pure and Applied Math, 21(1990),275-729.
9. L(X,C(K)) as a dual space, Proc. Amer.Math. soc., 110 (1990), 727-729.
10. C(K,X) as an M-ideal in WC(K,X), Proc.Indian. Acad. Sci. (Math. Sci) 102 (1992) 217-224.
11. Some remarks on the Schur approximationproperty, Quaestiones Mathematicae 16(1993) 149-156.
12. On the injective tensor product of M-embeddedspaces, Le Matematiche, 47 (1993) 159-161.
13. Space of compact operators as an M-idealin its bidual, Extracta Mathematicae, 7 (1993) 114-118.
14. Spaces with the Namioka-Phelps propertyhave trivial L-structure, Archive der Math., 62, (1994) 65-68.
15. L^1 (\mu, X) as a complementedsubspace of its bidual, Proc. Indian. Acad. Sci (Math. Sci) 104, (1994)421-424.
16. Geometry of operator spaces,Michigan Math.J.,41(1994) 473-490. (Jointly with A. Lima, E. Oja and D. Werner).
17. A note on the extreme points of WC(K,X)_1,J. Ramanujan Math. Soc.,9(1994) 215-219.
18. On a theorem of Dunford,Pettis and Phillips,Real Analysis Exchange,20(1994/5) 741-743.
19. M-structure and the space A(K,E),Rendiconti di Matematica 15(1995),153-160.
20. On the extreme point intersection property,"Function spaces, the second conference",Ed.,K. Jarosz,Lecture notes in pure and applied mathematics No 172, Marcel Dekker 1995,pp 339-346.
21. The space of vector-valued weakly continuousfunctions as a dual space,"Interaction between functional analysis,harmonicanalysis and probability",Ed.,N. J. Kalton,E. Saab,S. Montgomery-Smith, Lecture notes in pure and applied mathematics No 175, Marcel Dekker 1996, pp 387-390.
22. On a new geometric property for Banach spaces,Proc. Indian Acad. Sci(Math. Sci),107 (1977),35-42.
23. Spaces of operators as continuous function spaces, Extracta Mathematicae , 12 (1997), 251-253.
24. Spaces of Bochner integrable functions and spaces of representable operators as U-ideals,Quart. J. Math. Oxford,48 (1997), 467-478 (Jointly with G. Emmanuele).
25. Some stability results for asymptotic norming properties of Banach spaces, Colloq. Math.,75 (1998) 271-284. (Jointlywith S. Basu).
26. There are no denting points in the unit ball of WC(K,X), Proc. Amer.Math. Soc., 127(1999) 2969-2973.
27. Points of weak*-norm continuity in the unit ball of the space WC(K,X)*,Canad. Math. Bull., 42 (1999) 118-124.
28. Points of weak*-norm continuity in the dual unit ball of injective tensor product spaces, Collectanea Mathematica, 50(1999)269-275.
29. Denting and strongly extreme points in the unit ball of spaces of operators,Proc. Indian Acad.Sci.(Math.Sci),109 (1999) 75-86 .
30. L^1(\mu, X) as a constrained subspace of its bidual, Proc. IndianAcad. Sci.(Math. Sci), 109 (1999)309-316.
31. Central subspaces of Banach spaces, J. Approx. Theory, 103 (2000)206-222.(Jointly with P. Bandyopadhyay)
32. Boundedness of linear maps,Comm. Math. Univ. Carolinae, 41 (2000)107-110.
33. Weakly continuous functions of Baire class 1, Extracta Mathematicae, 15(2000) 207-212.
34. Local surjective isometries of function spaces, Expositiones Mathematicae,18 (2000) 285-296.