| R. D. Mehta 1. A note on point
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3. Tensor product of URM algebras (with M.H. Vasavada),
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4. Maximal ideal space and Silov boundary of the tensor
product of real Banach algebras (with B.V. Limaye and M.H. Vasavada), Glasnik Mat. 17(37)
(1982), 277-283.
5. Reducing subspaces for representation of function
algebras (with P.B. Ramanujan and M.H. Vasavada), Rev. Roum. Math. Pures et Appl. 28
(1983), 29-32, 85c:46053.
6. Simultaneous algebraic extensions for function algebras
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7. Some remarks on local spectral theory (with E. Albrecht),
J. Operator Theory 12 (1984), 285-317, 85m:47031.
8. A note on Automorphisms of tensor product of Banach
algebras (with M.H. Vasavada), Indian J. Pure Appl. Math. 16 (1985), 13-16.
9. On the direct sum decomposition of an algebra of
continuous functions (with M.H. Vasavada), Bull. Aus. Math. Soc. 32 (1985), 69-71.
10. Algebra
direct sum decomposition of C (X) (with M.H. Vasavada), Proc. Amer. Math. Soc. 98 (1986),
71-74, 88d:46102.
11. Wermer's
type result for a real Banach function algebra (with M.H. Vasavada), Mathematics Today 4
(1986), 43-46, 88e:46064.
12. Algebra
direct sum decomposition of C (X)-II (with M.H. Vasavada), Proc. Amer. Math. Soc. 100
(1987), 123-126, 89b:46064.
13. On the
Bishop, Silov and antialgebraic decompositions (with H. S. Mehta), Indian J. Pure Appl.
Math. 20 (1989), 1107-1114. 91E:46067
14. Silov and
other decompositions for a real function algebra (with H. S. Mehta and M.H. Vasavada),
Math. Today 8 (1990), 1-12. 92D:46113
15. Weakly
prime and weakly analytic sets of tensor product of function algebras (with H. S. Mehta
and M.H. Vasavada), Prajna, J. of Sardar Patel University 1 (1991), 79-82.
16. Algebra
direct sum decomposition of C (X)-III (with M.H. Vasavada), Proc. of the international
conference on 'Trends in Analysis', Lecture Notes in Math. 1511, Springer-Verlag,
1992,93H:46073.
17. On Bishop
type decompositions for a subspace of C(X) (with H.S. Mehta and M.H. Vasavada), Math.
Japonica 37 (1992), 171-177, 93F:46036
18. Bishop type
decompositions for vector function spaces (with H. S. Mehta and M.H. Vasavada), Proc. Ind.
Acad. Sci. 103, (1993), 159-166,94J:46035
19. A special
type of function algebra on the product space, Math. Today (Special Issue)11A, 1993,
35-40,94K:46099
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Banach Algebras and Topological algebras, University Press, Sardar Patel University,
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derivations on a function algebra, Proc. Royal Irish Academy 95A(1) (1995), 1-4,96J:46050
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Constructing a new type of Dirichlet and URM algebras, Communicated
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decomposition for Real function algebra (with H.S. Mehta and M.H. Vasavada), Prajna, J. of
SPU 3 (1993), 21-24.
24. Weakly
Prime Sets for Function Spaces (with H. S. Mehta), Proc. Ind. Acad. Sci. 105 (1995),
411-415.
25. Weakly
analytic sets for Function Spaces (with H. S. Mehta), Proc. Ind. Acad. Sci.(Math.
Sci)107(1997),1-6.
26. A note on
characterizations of C(X) among Function Spaces (with H. S. Mehta and M.H. Vasavada),
Prajna, J. of SPU, 5 (1995), 25-26.
27. Weakly
prime sets for Real Function Algebras, (with H. S. Mehta) Glasnik Mat. 32(52)(1997),71-79.
28.
Simultaneous Algebraic Extensions for vector Function Algebras, Math. Today 15(1997),
33-36.
29. Bishop and
Silov decompositions for a Function Space and Associated Affine Function Space (with H.S.
Mehta), Math. Today, 18(2000) 29-38.
30. Simulator
linear extensions for function spaces, Prajna, Sardar Patel University, Vallabh
Vidyanagar, 10(2000-01), 57-60.
31. Weakly
prime sets for vector function spaces. (with H.S. Mehta), Indian J. Pure & Appl. Math.
To appear |