List of the publications of Toledo Rodolfo.

 Toledo, R., Átlagos értékben vett konvergencia az uniform majdnem páros számelméleti  függvények terében, Acta Acad. Paed. Nyíregyháza, 12, 47-56, 1990. Toledo, R., Estimates of the Fourier coefficient with respect to $\psi_\alpha$ systems on Vilenkin groups, Bulletins for Applied Math., 57, 1991. Toledo, R., On the convergence of the Fourier series in the spaces of limit periodic arithmetic functions, Bulletins for Applied Math.,  57, 1991. Toledo, R., Local characters on Vilenkin groups, Acta Acad. Paed. Nyíregyháza, 13/D, 25-34, 1992. Gát, G., Toledo, R., $L^p$-norm convergence of series in compact totally disconected groups, Anal. Math., 22, 13-24, 1996. Toledo, R., On Hardy-norm of operators with property $\Delta$, Acta Math. Hungar., 80(3) 157-168, 1998. Gát, G., Toledo, R., Fourier coefficients and absolute convergence on compact totally disconnected groups, Math. Pannonica, 10(2), 223-233, 1999. Toledo, R., Recent developments on approximation theory on CTD groups, Karáné, G. (ed.) et al., Topics in algebra, analysis and geometry. Proceedings of the Gyula Strommer national memorial conference, Balatonfüred, Hungary, May 1-5, 1999. Budapest: BPR Kiadó. 177-184, 2000. Toledo, R., On the convergence of Fourier series in CTD groups, Leindler, L. and Schipp, F. and Szabados, J., Functions, Series, Operators, Proceedings of the Alexits Memorial Conference, Budapest, August 9-14, 1999. Coll. Soc. J. Bólyai, 403-415, 2002. Toledo, R., Representation of product systems on the interval [0,1], Acta Math. Acad. Paed. Nyíregyháziensis, 19(1), 403-415, 2003. Goginava, U., Toledo, R., Convergence of Walsh-Fourier series of a class $BO(p(n)\uparrow\infty)$, Georgian Math. Journal, 14(4), 643-650, 2007. Toledo, R., Approximation by representative functions on the complete product of $S_3$, Facta Univ. Ser.: Elec. Energ., vol. 21 (3) (2008) 327-337. Toledo, R., Negative results concerning Fourier series on the complete product of $S_3$, Journal of Inequalities in Pure and Applied Mathematics 9 (4) (2008) 1-7. Gát, G., Toledo, R., On the convergence in $L^1$-norm of Cesaro means with respect to representative product systems, Acta Math. Hung. 123 (1-2) (2009) 103-120. Toledo, R., On the maximal value of Dirichlet kernels with respect to representative product systems, Rendiconti del Circolo Matematico di Palermo, Serie II, Numero 82 (2010) 431-447. Gát, G., Toledo, R., Approximation on compact totally disconnected groups, In: Jorge Bustamante Gonzalez, Slavisa V Djordjevic, Miguel A Jimenez Pozo (szerk.)Topics in Approximation Theory IV, 2012, 49-94. Gát, G., Toledo, R., Convergence in Lp-norm of Fourier series on the complete product of quaternion groups with bounded orders, Acta Mathematica Sinica, English Series 30 (9) (2014) 1566-1578. Gát, G., Toledo, R., A numerical method for solving linear differential equations via Walsh functions, In: Advances in Information Science and Application – Volume II: Proceedings of the 18th International Conference on Computers (part of CSCC 2014), Springer-Verlag 2014, 334-339. Blahota, I., Tephnadze, G. Toledo, R., Strong convergence theorem of Cesáro means with respect to the Walsh system, Tohoku Mathematical Journal, (2) 67/4, 2015, 573-584. Gát, G., Toledo, R., Estimating the error of the numerical solution of linear differential equations with constant coefficients via Walsh polynomials, Acta Math. Acad. Paed. Nyíregyháziensis, 31 (2) (2015) 309-330. Gát G., Toledo R., Calculus on Walsh and Vilenkin Groups, In: Stankovic, R. S., Butzer, P., Schipp, F., Wade, W. R., Su, W., Endow, Y., Fridli, S., Golubov, B. I., Pichler, F. Stankovic, R. S., Butzer, P., Schipp, F., Wade, W R. (Ed.) Dyadic Walsh Analysis from 1924 Onwards Walsh-Gibbs-Butzer Dyadic Differentiation in Science Volume 2 Extensions and Generalizations. 378 p. Párizs: Atlantis Press, 2015. pp. 145-156. (Atlantis Studies in Mathematics for Engineering and Science; 13.) ISBN:978-94-6239-162-8 Toledo, R., On the boundedness of the L_1-norm of Walsh-Fejer kernels, Journal of Mathematical Analysis and Applications 457:(1) (2018) 153-178.