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[1] D. R. Adams, Potential and Capacity before and after Wiener, Proc. of the Centenary Simposia on N. Wiener, 63-80.

[2] J. L. Aguiar Benítez, Norbert Wiener, Números 43-44 (2000) 319-322.

[3] J. M. Almira and U. Luther, Inverse closedness of approximation algebras, Journal of Mathematieal Analysis and Applications 314 (1) (2006) 30-44.

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[5] J. M. Almira, A. E. Romero, A note on Norbert Wiener contributions to Harmonic Analysis and Tauberian Theorems, in "Mathematical Models in Engineering, Biology, and Medicine", American Institute of Physics Conference Proceedings, 1124 (2009) 19-28.

[6] .J. M. Almira, A. E. Romero, How distant is the ideal filter of being a causal one?, At.lant.ic Electronic .J. of Maths. 3 (2008) 47-56 (disponible en http://www.aejm.ca/V3N1/ Almira.V3Nl.pdf).

[7] J. J. Benedetto, Generalized Harmonic Analysis and Gabor and Wavelet Systems, in Proceedings 01 the NOTbert Wiener Centenary Congress, V. Mandrekar and P. R. Masani Editors, p. 85-113, AMS Bookstore, 1994.

[8] A. G. Bose, Ten years with Norbert Wiener, Conferencia presentada en" A symposium on the Legacy of Norbert Wiener in Honor of the 100th Anniversary of his Birth", Cambridge, MA., 1994.

[9] Felix Browder (editor). Norbert Wiener: 1894-1964. Providence, RI: Bulletin of the American Math. Society 72, Number 1, Part 2 (1966) (disponible en http://projecteuclid.org)

[10] F. Conway, J. Siegelman, Dark hero of information age. In search of Norbert Wiener, the father of Cybernetics, Basic Books, 2004.

[11] H. Freudenthal, Norbert Wiener, en Dictionary of Scientifie Biography, Vol. XIV, Chas. Cribner's Sons, 1976, 344-347.

[12] 1. Grattan-Guinness, Wiener on the logies of Russell and Sehroder, Annals of Seienee 32 (1975) 103-132.

[13] K. Grochenig, A. Klotz, Noncommutative approximation: Inverse closed suba.lgebras and off-diagonal deeay of matrices, Constr. Approx.

[14] S. J. Heims, J. von Neumann y N. Wiener (1) y (2), Biblioteca Salvat de Grandes Biografías, Vols 81 y 82, 1986.

[15] D. Jerison, I.M. Singer, D. W. Stroock, (Eds.), The legacy of Norbert Wiener: A Centennial symposium, Proc. Symposia in Pure Mathematics 60, AMS, 1997.

[16] A. Klotz, Spectral invariance of Besov-Bessel subalgebras, J. Approx. Theory 164 (2) (2012) 268-296. [17] A. Klotz, Inverse c10sed ultradifferential subalgebras, en Arxiv:l0l2.3362, 2012.

[18] Y. W. Lee, Synthesis of ElectTic NetwoTks by the use the FouTÍeT tmnsform of Laguerre's functions, Ph. D. dissertation, M.I.T., Cambridge, Massachusets, June 1930.

[19] Y. W. Lee, Norman Levinson, and W. T. Martin (Editors), Selected papers of Norbert Wiener: Expository papers by Y. W. Lee, Norman Levinson, and W. T. Martin, The MIT Press, Cambridge, Mass., 1964.

[20] V. Mandrekar, Mathematical work of Norbert Wiener, Notices of the AMS, 42 (6) (1995), 664-669. [21] M. B. Marcus, Book review: Dark hero of the information age: In search of Norbert Wiener the father of cybernetics, by F. Conway and J. Siegleman, Notices of the AMS, 53 (2006) 574-579.

[22] P. R Masani, Norbert Wiener (1894-1964), Vita Mathematica, 5, Birkhiiuser, 1990.

[23] L. Montagnini. Le armonie del disordine: Norbert Wiener matematico-filosofo del Novecento. Venice, Italy: Istituto Veneto di Scienze, Lettere ed Arti. 2005.

[24] RE.A.C. Paley and N. Wiener, FouTÍeT tmnsfoTms in the complex domain, Amer. Math. Soco Col­loquium Publications XIX, 1934.

[25] N. Wiener, The average of an analytic functional, Proc. Nat. Acad. Sic. USA 7 (1921) 253-260.

[26] N. Wiener, The average of an analytic functional and the Brownian movement, Proc. Nat. Acad. Sic. USA 7 (1921) 294-298.

[27] N. Wiener, Differential space, J. Math. and Physics 2 (1923) 131-174.

[28] N. Wiener, The Dirichlet problem, J. Math. and Physics 3 (1924) 127-146.

[29] N. Wiener, Une condition nécessaire et suffisante de possibilité pour le probleme de Dirichlet, C.R. Acad. Sci. Paris 178 (1924) 1050-1054.

[30] N. Wiener, The Operational Calculus, Mathematische Annalen 95 (1926) 557-584. [31] N. Wiener, Generalized Harmonic Analysis, Acta Math. 55 (1930) 117-258.

[32] N. Wiener, Tauberian Theorems, Ann. of Math. 33 (1932) 1-100.

[33] N. Wiener, Extmpolation, inteTpolation and smoothing of stationaTY time seTies, Technology Press of the M.I.T. and John Wiley and Sons, Inc., New York, 1948.

[34] N. Wiener, 1 am a mathematician, The M.I.T. Press, 1956.

[35] N. Wiener and Y.W. Lee, Electric network system, U.S. Patent 2024900, December 17, 1935.


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