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Dr. Raymond Ryan B.A.(Mod), M.Sc., Ph.D.
|Functional Analysis; Tensor Products of Banach Spaces; Polynomial and Holomorphic Mappings on Banach Spaces|
Project: EI FP7 TRAVEL AWARDS SCHOOL OF MATHS,STATISTICS AND APPLIED MATHS RAY RYAN ( REI1164)
Start/End Dates: 01-JAN-13 / 31-DEC-13
Project: ENTERPRISE IRELAND H2020 TRAVEL SUPPORT FUND 2014 RAY RYAN ( REI1205)
Start/End Dates: 01-JAN-14 / 31-JAN-15
Project: EI SC2001 195 HOLOMORPHY IDEALS ON BANACK SPACES ( REI655)
Start/End Dates: 01-OCT-01 / 14-AUG-06
|Raymond A. Ryan (2002) Introduction to Tensor Products of Banach Spaces. London: Springer. [Details]|
Peer Reviewed Journals
|Grecu, Bogdan C.; Ryan, Raymond A. (2006) 'An integral duality formula'. Mathematica Scandinavica, 98 (2):229-236. [Details]|
|Boyd, C.; Ryan, R.A. (2006) 'The norm of the product of polynomials in infinite dimensions'. Proceedings Of The Edinburgh Mathematical Society, 49 (1):17-28. [Details]|
|Grecu, Bogdan C. and Ryan, Raymond A. (2005) 'Tensor products of direct sums'. Ark. Mat, 43 (1):167-180. [DOI] [Details]|
|Grecu, Bogdan C. and Ryan, Raymond A. (2005) 'Polynomials on Banach spaces with unconditional bases'. Proc. Amer. Math. Soc, 133 (4):1083-1091. [DOI] [Details]|
|Grecu, Bogdan C. and Ryan, Raymond A. (2005) 'Schauder bases for symmetric tensor products'. Publ. Res. Inst. Math. Sci, 41 (2):459-469. [Details]|
|Aron, R. M. and Boyd, C. and Ryan, R. A. and Zalduendo, I. (2003) 'Zeros of polynomials on Banach spaces: the real story'. Positivity, 7 (4):285-295. [DOI] [Details]|
|Boyd, C. and Ryan, R. A. (2001) 'Geometric theory of spaces of integral polynomials and symmetric tensor products'. J. Funct. Anal, 179 (1):18-42. [DOI] [Details]|
|Galindo, P., Lindstrom, M., Ryan, R.A. (2000) 'Weakly compact composition operators between algebras of bounded analytic functions'. Proc. Amer. Math. Soc, 128 (1):149-155. [Details]|
|Aron, R,Lindstrom, M,Ruess, WM,Ryan, R (1999) 'Uniform factorization for compact sets of operators'. Proceedings Of The American Mathematical Society, 127 :1119-1125. [Details]|
|Ryan, RA,Turett, B (1998) 'Geometry of spaces of polynomials'. Journal Of Mathematical Analysis And Applications, 221 :698-711. [Details]|
|Kirwan, P\'adraig and Ryan, Raymond A. (1998) 'Extendibility of homogeneous polynomials on Banach spaces'. Proc. Amer. Math. Soc, 126 (4):1023-1029. [DOI] [Details]|
|Boyd, C., Ryan, R.A. (1998) 'Bounded weak continuity of homogeneous polynomials at the origin'. Arch. Math. (Basel), 71 (3):211-218. [Details]|
|Aron, R. M. and Lacruz, M. and Ryan, R. A. and Tonge, A. M. (1992) 'The generalized Rademacher functions'. Note Mat, 12 :15-25. [Details]|
|Lindstrom, M. & Ryan, Raymond A. (1992) 'APPLICATIONS OF ULTRAPRODUCTS TO INFINITE-DIMENSIONAL HOLOMORPHY'. Mathematica Scandinavica, 71 :229-242. [Details]|
|Lindstrom, M., Ryan, R.A. (1991) 'Limited holomorphic mappings on Banach spaces'. Proc. Roy. Irish Acad. Sect. A, 91 (1):57-62. [Details]|
|Ryan, R.A. (1991) 'Complemented copies of $c_0$ in spaces of compact operators'. Proc. Roy. Irish Acad. Sect. A, 91 (2):239-241. [Details]|
|Ryan, Raymond A. (1988) 'Weakly compact holomorphic mappings on Banach spaces'. Pacific J. Math, 131 (1):179-190. [Details]|
|ARON, RM,MORAES, LA,RYAN, RA (1987) 'FACTORIZATION OF HOLOMORPHIC MAPPINGS IN INFINITE DIMENSIONS'. Mathematische Annalen, 277 :617-628. [Details]|
|Ryan, R.A. (1987) 'The Dunford-Pettis property and projective tensor products'. Bull. Polish Acad. Sci. Math, 35 (11-Dec):785-792. [Details]|
|Ryan, Raymond A. (1987) 'Holomorphic mappings on $l_1$'. Trans. Amer. Math. Soc, 302 (2):797-811. [DOI] [Details]|
|Ryan, R.A. (1983) 'A simple proof of Taylor's theorem'. Irish Math. Soc. Newsletter, 7 (69). [Details]|
|Ryan, R.A. (1979) 'Dunford-Pettis properties'. Bull. Acad. Polon. Sci. Sér. Sci. Math, 27 (5):373-379. [Details]|
|James Cruickshank, John Loand & Raymond A. Ryan, (2015) Positive Polynomials on Riesz Spaces. arXiv.org: Electronic Article [Details]|
|Ryan, R.A. (1980) Applications of topological tensor products to infinite dimensional holomorphy. Trinity Coll. Dublin, PhD thesis. Thesis [Details]|