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GÁT, G., On the Fejér kernel functions with respect to the Walsh-Paley system

110 György Gát [2] FUJII, N., A maximal inequality for fí l functions on the generalized Walsh-Paley group, Proc. Amer. Math. Soc. 77 (1979), 111-116. [3] GAT, G., On the almost everywhere convergence of Fejér means of functions on the group of 2-adic integers, Journal of Approx. Theory , (1995) (to appear). [4] GÁT, G., Pointwise convergence of Fejér means on compact totally disconnected groups, Acta Sei. Math. (Szeged) 60 (1995), 311-319. [5] PÁL, J., SlMON, P., On a generalization of the concept of derivative, Acta Math. Acad. Sei. Hungar. 29 (1977), 155-164. [6] SLMON, P., Investigations with respect to the Vilenkin system, Anna­les Univ. Sei. Budapestiensis, Sectio Math. 27 (1985), 87-101. [7] SCHIPP, F., Uber gewiessen Maximaloperatoren Annales Univ. Sei. Budapestiensis, Sectio Math. 18 (1975), 189-195. [8] SCHIPP, F., WADE, W. R., SIMON, P., PÁL, J., Walsh series: an introduction to dyadic harmonic analysis, Adam Hilger, Bristol and New York, 1990. [9] TAIBLESON, M. H ., Fourier Series on the Ring of Integers in a P-series Field, B.A.M.S 73 (1967), 623-629. BESSENYEI COLLEGE, DEPT. OF MATH., NYÍREGYHÁZA, P.O.BOX 166., H-4400, HUNGARY E-mail: gatgy@ny2.bgytf.hu

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