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Referencias:

• Carl, B., A remark on p-integral and p-absolutely summing operators from lu into lv (1976) Stud Math, 57 (3), pp. 257-262
• König, H., Diagonal and convolution operators as elements of operator ideals (1975) Math Ann, 218 (2), pp. 97-106
• Pietsch, A., (1980) Operator ideals, , Berlin: Deutsch. Verlag Wiss
• Defant, A., Mastyło, M., Michels, C., Summing norms of identities between unitary ideals (2006) Math Z, 252 (4), pp. 863-882
• Buntinas, M., Goes, G., Products of sequence spaces and multipliers (1987) Rad Mat, 3 (2), pp. 287-300
• Aywa, S., Fourie, J.H., On summing multipliers and applications (2001) J Math Anal Appl, 253 (1), pp. 166-186
• Karapınar, E., Nuclearity and multipliers between Banach spaces (2007) Int J Contemp Math Sci, 2 (29-32), pp. 1601-1606
• Kolwicz, P., Leśnik, K., Maligranda, L., Pointwise multipliers of Calderón-Lozanovskiĭ spaces (2013) Math Nachr, 286 (8-9), pp. 876-907
• Kolwicz, P., Leśnik, K., Maligranda, L., Pointwise products of some Banach function spaces and factorization (2014) J Funct Anal, 266 (2), pp. 616-659
• Pietsch, A., Ideals of multilinear functionals (designs of a theory) (1984) Proceedings of the second international conference on operator algebras, ideals, and their applications in theoretical physics (Leipzig, 1983), 67, pp. 185-199. , of, Leipzig: Teubner,. In:,.,. p
• Pérez-García, D., Comparing different classes of absolutely summing multilinear operators (2005) Arch Math (Basel), 85 (3), pp. 258-267
• Çalişkan, E., Pellegrino, D.M., On the multilinear generalizations of the concept of absolutely summing operators (2007) Rocky Mountain J Math, 37 (4), pp. 1137-1154
• Pellegrino, D., Santos, J., Absolutely summing multilinear operators: a panorama (2011) Quaest Math, 34 (4), pp. 447-478
• Floret, K., García, D., On ideals of polynomials and multilinear mappings between Banach spaces (2003) Arch Math (Basel), 81 (3), pp. 300-308
• Floret, K., Hunfeld, S., Ultrastability of ideals of homogeneous polynomials and multilinear mappings on Banach spaces (2002) Proc Am Math Soc, 130 (5), pp. 1425-1435. , electronic
• Dineen, S., (1999) Complex analysis on infinite-dimensional spaces, , London: Springer-Verlag
• Mujica, J., (1986) Complex analysis in Banach spaces, 120. , of, Amsterdam: North-Holland, Holomorphic functions and domains of holomorphy finite and infinite dimensions, Notas de Matemà tica [Mathematical Notes], 107
• Carando, D., Dimant, V., Sevilla-Peris, P., Limit orders and multilinear forms on lp spaces (2006) Publ Res Inst Math Sci, 42 (2), pp. 507-522
• Carando, D., Dimant, V., Sevilla-Peris, P., Multilinear Hölder-type inequalities on Lorentz sequence spaces (2009) Stud Math, 195 (2), pp. 127-146
• Carando, D., Dimant, V., Sevilla-Peris, P., Diagonal extendible multilinear operators between lp-spaces (2014) Rev R Acad Cienc Exactas Fís Nat Ser A Math, 108 (2), pp. 541-555
• Bennett, C., Sharpley, R., (1988) Interpolation of operators, 129. , Boston (MA): Academic Press
• Lindenstrauss, J., Tzafriri, L., (1979) Classical Banach spaces. II, 97. , of, Berlin: Springer-Verlag, Function spaces
• Lindenstrauss, J., Tzafriri, L., (1977) Classical Banach spaces. I, 92. , Berlin: Springer-Verlag
• Floret, K., Minimal ideals of n-homogeneous polynomials on Banach spaces (2001) Results Math, 39 (3-4), pp. 201-217
• Defant, A., Floret, K., (1993) Tensor norms and operator ideals, 176. , Amsterdam: North-Holland
• Floret, K., (2002) On ideals of n-homogeneous polynomials on Banach spaces, pp. 19-38. , Athens: University of Athens,. In:,. p
• Defant, A., Mastylo, M., Michels, C., Summing inclusion maps between symmetric sequence spaces (2002) Trans Am Math Soc, 354 (11), pp. 4473-4492. , electronic
• Reisner, S., A factorization theorem in Banach lattices and its application to Lorentz spaces (1981) Ann Inst Fourier (Grenoble), 31 (1), pp. 239-255
• Garling, D.J.H., A class of reflexive symmetric BK-spaces (1969) Can J Math, 21, pp. 602-608
• Allen, G.D., Duals of Lorentz spaces (1978) Pac J Math, 77 (2), pp. 287-291
• Reisner, S., On the duals of Lorentz function and sequence spaces (1982) Indiana Univ Math J, 31 (1), pp. 65-72
• Kamińska, A., Lee, H.J., On uniqueness of extension of homogeneous polynomials (2006) Houston J Math, 32 (1), pp. 227-252. , electronic
• Choi, Y.S., Han, K.H., Boundaries for algebras of holomorphic functions on Marcinkiewicz sequence spaces (2006) J Math Anal Appl, 323 (2), pp. 1116-1133
• Kamińska, A., Lee, H.J., M-ideal properties in Marcinkiewicz spaces (2004) Comment Math Prace Mat (Tomus specialis in Honorem Juliani Musielak), 2004, pp. 123-144
• Serrano-Rodríguez, D., Absolutely γ-summing multilinear operators (2013) Linear Algebra Appl, 439 (12), pp. 4110-4118
• Botelho, G., Campos, J.R., On the transformation of vector-valued sequences by linear and multilinear operators (2017) Monatsh. Math, 183 (3), pp. 415-435
• Matos, M.C., On multilinear mappings of nuclear type (1993) Rev Mat Univ Complut Madrid, 6 (1), pp. 61-81
• Schneider, B., On absolutely p-summing and related multilinear mappings (1991) Wissenschaftliche Zeitschrift der Brandemburger Landeshochschule, 35 (1991), pp. 105-117
• Meléndez, Y., Tonge, A., Polynomials and the Pietsch domination theorem (1999) Math Proc R Ir Acad, 99A (2), pp. 195-212
• Botelho, G., Michels, C., Pellegrino, D., Complex interpolation and summability properties of multilinear operators (2010) Rev Mat Complut, 23 (1), pp. 139-161
• Dimant, V., Strongly p-summing multilinear operators (2003) J Math Anal Appl, 278 (1), pp. 182-193

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