Móricz Ferenc honlapja

Személyi adatok | Publikációk | Oktatási tevékenységek

Publikációs lista

Móricz Ferenc - Abonyi Gyuláné : Matematikai módszerek a földrajzban, (Tankönyvkiadó (Budapest, 1975), 285. old. )
Móricz Ferenc : Numerikus Analízis I. , (Tankönyvkiadó (Budapest, 1977), 350. old. )
Móricz Ferenc : Numerikus analízis, II. , (Tankönyvkiadó (Budapest, 1976), 282 old. )
Móricz Ferenc : Numerikus módszerek az algebrában és az algebrában és analízisben , (Polygon (Szeged, 1997), 144. old. )
Móricz Ferenc : Differenciálegyenletek numerikus módszerei, (Polygon (Szeged, 1998), 152. old. )
Moricz, Ferenc: \"Uber die Rieszsche Summation der Orthogonalreihen, (Acta Sci. Math. 23, 92-95 (1962).)
M\'oricz Ferenc: On unconditional convergence of series in terms of a Haar system,, (Izv. Akad. Nauk SSSR, Ser. Mat., 27, 1229-1238 (1963).))
M\'oricz Ferenc: On the unconditional convergence of Fourier series, (Ph.D. Thesis, University of Szeged, Hungary, 1967)
Moricz, F.: On the order of magnitude of the partial sums of rearranged Fourier series of square integrable functions, (Acta Sci. Math. 28, 155-167 (1967).)
Moricz, F.; Tandori, K.: On a problem of summability of orthogonal series, (Acta Sci. Math. 29, 331-350 (1968).)
Moricz, F.: Inequalities and theorems concerning strongly multiplicative systems, (Acta Sci. Math. 29, 115-136 (1968).)
M\'oricz Ferenc: Studies on the convergence, summability, and asymptotic behavior of orthogonal series, (Thesis for the degree of Candidate of Mathematical Sciences (roughly equivalent to the German Habil.), Budapest, Hungary, 1969.)
Moricz, F.: On the order of magnitude of the Lebesgue functions for strongly multiplicative systems, (Acta Math. Acad. Sci. Hung. 20, 421-430 (1969).)
Moricz, F.: On the T-summation of orthogonal series, (Acta Sci. Math. 30, 49-67 (1969).)
Moricz, F.: A note on the strong T-summation of orthogonal series, (Acta Sci. Math. 30, 69-76 (1969).)
M\'oricz, F.: The central limit theorem for multiplicative systems, (Acta Sci. Math. 31, 43-51 (1970).)
Moricz, F.: On an estimation problem of Alexits, (Stud. Sci. Math. Hung. 5, 151-160 (1970).)
Moricz, Ferenc: On the convergence of Fourier series in every arrangement of the terms, (Acta Sci. Math. 31, 33-41 (1970).)
M\'oricz, F.: On a minimization algorithm for Boolean functions., (Acta Cybern. 1, 97-103 (1971).)
M\'oricz, F.: On divergence and absolute convergence of series arising from strongly multiplicative orthogonal functions., (Acta Math. Acad. Sci. Hung. 22, 15-21 (1971).)
Moricz, Ferenc: The order of magnitude of the Lebesgue functions and summability of function series., (Acta Sci. Math. 34, 289-296 (1973).)
Moricz, F.: Asymptotic behaviour of series with respect to weakly multiplicative systems., (The theory of the approximation of functions, Proc. Int. Conf. Collect. Artic. Kaluga 1975, 261-267 (1977).)
Moricz, F.C.: Generalization of some classical inequalities in the theory of orthogonal series., (Math. Notes 17, 127-133 (1975).)
Moricz, F.C.: Eine Verallgemeinerung gewisser klassischer Ungleichungen in der Theorie der Orthogonalreihen., (Mat. Zametki 17, 219-230 (1975).)
Moricz, F.: On the maximum of the partial sums for double orthogonal series., (Fourier analysis and approximation theory, Vol. II, Budapest 1976, Colloq. Math. Soc. Janos Bolyai 19, 543-558 (1978).)
Moricz, F.: Probability inequalities of exponential type and laws of the iterated logarithm., (Acta Sci. Math. 38, 325-341 (1976).)
Moricz, F.: On the convergence of double orthogonal series., (Analysis Math. 2, 287-304 (1976).)
Moricz, F.: The law of the iterated logarithm and related results for weakly multiplicative systems., (Analysis Math. 2, 211-229 (1976).)
Moricz, F.: On the convergence properties of weakly multiplicative systems., (Acta Sci. Math. 38, 127-144 (1976).)
Moricz, F.: Moment inequalities and the strong laws of large numbers., (Z. Wahrscheinlichkeitstheor. Verw. Geb. 35, 299-314 (1976).)
Moricz, F.: Maximal inequalities and convergence properties of multiple orthogonal series and random fields., (Lin. R\"aume und Approx., Abh. Tag. Oberwolfach 1977, ISNM 40, 603-614 (1978).)
Toth, P.Ecsedi; Moricz, F.; Varga, A.: A note on symmetric Boolean functions., (Acta Cybern. 3, 321-326 (1977).)
Moricz, F.: Moment inequalities for the maximum of partial sums of random fields., (Acta Sci. Math. 39, 353-366 (1977).)
Moricz, F.: The Mensov-Paley theorem and related results for double orthogonal series., (Analysis Math. 3, 69-82 (1977).)
Moricz, F.: The strong laws of large numbers for quasi-stationary sequences., (Z. Wahrscheinlichkeitstheor. Verw. Geb. 38, 223-236 (1977).)
Ecsedi-Toth, P.; Varga, A.; Moricz, F.: On a connection between algebraic and graph-theoretic minimization of truth functions., (Algebraic methods in graph theory, Vol. I, Conf. Szeged 1978, Colloq. Math. Janos Bolyai 25, 119-136 (1981).)
Moricz, F.: Multiparameter strong laws of large numbers. I: Second order moment restrictions., (Acta Sci. Math. 40, 143-156 (1978).)
M\'oricz Ferenc: Inequalities for the maximum partial sums and their applications in the theory of orthogonal series and probability, (Thesis for the degree of Doctor of Mathematical Sciences (similar to the British D.Sc.), Budapest, Hungary, 1978.)
Moricz, F.: A maximal inequality for multiple function series., (Approximation and function spaces, Proc. int. Conf., Gdansk 1979, 454-468 (1981).)
Moricz, F.: On the convergence in a restricted sense of multiple series., (Anal. Math. 5, 135-147 (1979).)
Moricz, F.: Multiparameter strong laws of large numbers. II: Higher order moment restrictions., (Acta Sci. Math. 41, 339-349 (1979).)
Moricz, F.; Varga, A.; Ecsedi-Toth, P.: A method for minimizing partially defined Boolean functions., (Acta Cybern. 4, 283-290 (1979).)
Moricz, F.: Exponential estimates for the maximum of partial sums. I. Sequences of RV'S., (Acta Math. Acad. Sci. Hung. 33, 159-167 (1979).)
M\'oricz, F.: Results and problems concerning the Lebesgue functions in the case of multiple function series., (Functions, series, operators, Proc. int. Conf., Budapest 1980, Vol. II, Colloq. Math. Soc. J\'anos Bolyai 35, 847-860 (1983).)
Moricz, Ferenc: The regular convergence of multiple series., (Functional analysis and approximation, Proc. Conf., Oberwolfach 1980, ISNM 60, 203-218; Birkh\"auser Verlag, Basel (1981).)
Moricz, F.: On the growth order of the rectangular partial sums of multiple non- orthogonal series., (Anal. Math. 6, 327-341 (1980).)
Moricz, Ferenc; Revesz, Pal: Multiplicative systems., (Mat. Lapok 28, 43-63 (1980).)
Varga, A.; Ecsedi-Toth, P.; Moricz, F.: A heuristic method for speeding up manual optimization of Boolean functions., (Acta Tech. Acad. Sci. Hung. 90, 247-258 (1980).)
Moricz, F.: Exponential estimates for the maximum of partial sums. II: Random fields., (Acta Math. Acad. Sci. Hung. 35, 361-377 (1980).)
Moricz, F.; Tandori, K.: On the divergence of multiple orthogonal series., (Acta Sci. Math. 42, 133-142 (1980).)
Moricz, F.: A note on the central limit theorem for orthogonal series., (Z. Wahrscheinlichkeitstheor. Verw. Geb. 54, 41-46 (1980).)
Moricz, F.: Strong laws of large numbers for quasi-stationary random fields., (Z. Wahrscheinlichkeitstheor. Verw. Geb. 51, 249-268 (1980).)
Moricz, F.: A probability inequality of general nature for the maximum of partial sums., (Probability and statistical inference, Proc. 2nd Pannonian Symp., Bad Tatzmannsdorf/Austria 1981, 251-255 (1982).)
Moricz, F.: On Walsh series with coefficients tending monotonically to zero., (Acta Math. Acad. Sci. Hung. 38, 183-189 (1981).)
Moricz, F.: The Kronecker lemmas for multiple series and some applications., (Acta Math. Acad. Sci. Hung. 37, 39-50 (1981).)
Moricz, F.: On the square and the spherical partial sums of multiple orthogonal series., (Acta Math. Acad. Sci. Hung. 37, 255-261 (1981).)
Moricz, F.: Lebesgue functions and multiple function series. I., (Acta Math. Acad. Sci. Hung. 37, 481-496 (1981).)
M\'oricz, F.: Strong laws of large numbers for orthogonal sequences of random variables., (Limit theorems in probability and statistics, 2nd Colloq., Veszpr\'em/Hung. 1982, Vol. II, Colloq. Math. Soc. J\'anos Bolyai 36, 807-821 (1984).)
M\'oricz, F.: Generalization of two theorems of Kronecker and of Knopp for multiple numerical series., (Analysis 2, 49-64 (1982).)
Moricz, Ferenc: Generalization of Billingsley's inequalities., (Analysis 2, 103-114 (1982).)
Moricz, F.: On the a.e. convergence of multiple orthogonal series. I: Square and spherical partial sums., (Acta Sci. Math. 44, 77-86 (1982).)
Moricz, F.: On the approximation by multiple orthogonal series., (Multivariate approximation theory, II, Proc. Conf., Oberwolfach 1982, ISNM 61, 285-296 (1982).)
Moricz, F.A.; Serfling, R.J.; Stout, W.F.: Moment and probability bounds with quasi-superadditive structure for the maximum partial sum., (Ann. Probab. 10, 1032-1040 (1982).)
Moricz, F.: Lebesgue functions and multiple function series. II., (Acta Math. Acad. Sci. Hung. 39, 95-105 (1982).)
Moricz, F.: A general moment inequality for the maximum of partial sums of single series., (Acta Sci. Math. 44, 67-75 (1982).)
M\'oricz Ferenc: On the summability of double orthogonal series by Cesaro means of first order,, (Theory of Approximation of Functions, Proc. Conf. Kiev, Ukraine, 1983; 299-302, Nauka (Moscow, 1987).)
M\'oricz, F.: Lebesgue functions and multiple function series. III., (Acta Math. Hung. 42, 205-212 (1983).)
Moricz, F.: Some remarks on the notion of regular convergence of multiple series., (Acta Math. Hung. 41, 161-168 (1983).)
Moricz, Ferenc: Approximation by partial sums and Cesaro means of multiple orthogonal series., (Tohoku Math. J., II. Ser. 35, 519-539 (1983).)
Moricz, F.: On the regular summability of multiple function series and Lebesgue functions., (Anal. Math. 9, 57-67 (1983).)
Moricz, F.: Extension of Banach's principle for multiple sequences of operators., (Acta Sci. Math. 45, 333-345 (1983).)
Moricz, F.: A general moment inequality for the maximum of the rectangular partial sums of multiple series., (Acta Math. Hung. 41, 337-346 (1983).)
Moricz, Ferenc: On the Cesaro means of orthogonal sequences of random variables., (Ann. Probab. 11, 827-832 (1983).)
Moricz, Ferenc: Matrix transformations of weakly dependent random variables., (J. Lond. Math. Soc., II. Ser. 27, 185-192 (1983).)
M\'oricz, F.; Tandori, K.: On the a.e. convergence of multiple orthogonal series. II: Unrestricted convergence of the rectangular partial sums., (Acta Sci. Math. 47, 349-369 (1984).)
M\'oricz, Ferenc: On the strong summability of double orthogonal series., (Mich. Math. J. 31, 241-255 (1984).)
M\'oricz, F.: Approximation theorems for double orthogonal series., (J. Approximation Theory 42, 107-137 (1984).)
M\'oricz, F.; Szalay, I.: Approximation by mixed arithmetic means of double orthogonal series., (A. Haar Mem. Conf., Budapest/Hung. 1985, Colloq. Math. Soc. J\'anos Bolyai 49, 629-640 (1987).)
M\'oricz, Ferenc: The order of magnitude of the arithmetic means of double orthogonal series., (Anal. Math. 11, 125-137 (1985).)
M\'oricz, F.; Tandori, K.: On the a.e. divergence of the arithmetic means of double orthogonal series., (Stud. Math. 82, 271-294 (1985).)
M\'oricz, F.: On the restricted convergence and (C,1,1)-summability of double orthogonal series., (Acta Sci. Math. 49, 221-233 (1985).)
M\'oricz, F.: On the $\vert C,\alpha >1/2,\beta >1/2\vert$-summability of double orthogonal series., (Acta Sci. Math. 48, 325-338 (1985).)
M\'oricz, F.: Square functions in the theory of Ces\`aro summability of double orthogonal series., (Multivariate approximation theory III, Proc. Conf., Oberwolfach/Ger. 1985, ISNM 75, 298-308 (1985).)
M\'oricz, Ferenc: SLLN and convergence rates for nearly orthogonal sequences of random variables., (Proc. Am. Math. Soc. 95, 287-294 (1985).)
M\'oricz, F.; Tandori, K.: Strong laws of large numbers for orthogonal random variables taking subsequences., (Math. Nachr. 121, 61-69 (1985).)
Moricz, Ferenc: On the restricted Ces\`aro summability of multiple orthogonal series., (Can. J. Math. 37, 371-384 (1985).)
M\'oricz, F.: Orthonormal systems of polynomials in the divergence theorems for double orthogonal series., (Acta Sci. Math. 50, 367-380 (1986).)
M\'oricz, F.: Almost sure behavior of the first and second arithmetic means for dependent random variables., (Math. Nachr. 129, 81-90 (1986).)
Moricz, F.; Rhoades, B.E.: Approximation by N\"orlund means of double Fourier series to continuous functions in two variables., (Approximation theory V, Proc. 5th Int. Symp., College Station/Tex. 1986, 483-486 (1986).)
M\'oricz, Ferenc: The order of magnitude of the (C,$\alpha$ $\ge 0,\beta \ge 0)$-means of double orthogonal series., (Rocky Mt. J. Math. 16, 323-334 (1986).)
M\'oricz, F.: On the a.e. convergence of the arithmetic means of double orthogonal series., (Trans. Am. Math. Soc. 297, 763-776 (1986).)
M\'oricz, F.: On the (C,$\alpha$ $\ge 0,\beta \ge 0)$-summability of double orthogonal series., (Stud. Math. 81, 79-94 (1986).)
M\'oricz, F.; Tandori, K.: A characterization of the Banach property for summability matrices., (Stud. Math. 83, 263-274 (1986).)
M\'oricz, F.; Totik, V.: Pointwise convergence of multiple Fourier series using different convergence notions., (Anal. Math. 12, 49-57 (1986).)
M\'oricz, F.: Strong approximation by rectangular partial sums of double orthogonal series., (Anal. Math. 13, No.4, 307-319 (1987).)
M\'oricz, Ferenc: Approximation theorems for double orthogonal series. II., (J. Approximation Theory 51, 372-382 (1987).)
M\'oricz, F.; Rhoades, B.E.: Approximation by N\"orlund means of double Fourier series for Lipschitz functions., (J. Approximation Theory 50, 341-358 (1987).)
M\'oricz, F.: Strong limit theorems for blockwise m-dependent and blockwise quasiorthogonal sequences of random variables., (Proc. Am. Math. Soc. 101, 709-715 (1987).)
M\'oricz, F.; Tandori, K.: Counterexamples in the theory of orthogonal series., (Acta Math. Hung. 49, 283-290 (1987).)
M\'oricz, F.; Rhoades, B.E.: Approximation by N\"orlund means of double Fourier series to continuous functions in two variables., (Constructive Approximation 3, 281-296 (1987).)
Moricz, F.; Rhoades, B.E.: Approximation to continuous functions by triangular summability methods., (Analysis 7, 113-127 (1987).)
M\'oricz, Ferenc; Shi, Xianliang: Approximation to continuous functions by Ces\`aro means of double Fourier series and conjugate series., (J. Approximation Theory 49, 346-377 (1987).)
M\'oricz, F.; Rhoades, B.E.: Almost convergence of double sequences and strong regularity of summability matrices., (Math. Proc. Camb. Philos. Soc. 104, No.2, 283-294 (1988).)
M\'oricz, F.; Szalay, I.: Absolute summability of double orthogonal series., (Acta Sci. Math. 52, No.3/4, 349-371 (1988).)
M\'oricz, Ferenc: Convergence and integrability of double trigonometric series with coefficients of bounded variation., (Proc. Am. Math. Soc. 102, No.3, 633-640 (1988).)
M\'oricz, F.: A. S. behavior of the Ces\`aro means for quasi-orthogonal random fields., (Limit theorems in probability and statistics, Proc. 3rd Colloq., P\'ecs/Hung. 1989, Colloq. Math. Soc. J\'anos Bolyai 57, 425-441 (1990).)
M\'oricz, F.: On $\Lambda$-strong convergence of numerical sequences and Fourier series., (Acta Math. Hung. 54, No.3/4, 319-327 (1989).)
M\'oricz, F.; Rhoades, B.E.: Comparison theorems for double summability methods., (Publ. Math. 36, No.1-4, 207-220 (1989).)
M\'oricz, Ferenc; Waterman, Daniel: Convergence of double Fourier series with coefficients of generalized bounded variation., (J. Math. Anal. Appl. 140, No.1, 34-49 (1989).)
M\'oricz, F.: Walsh-Fourier series with coefficients of generalized bounded variation., (J. Aust. Math. Soc., Ser. A 47, No.3, 458-465 (1989).)
Hu, Tien-Chung; M\'oricz, F.; Taylor, R.L.: Strong laws of large numbers for arrays of row-wise independent random variables., (Acta Math. Hung. 54, No.1/2, 153-162 (1989).)
M\'oricz, F.: Strong limit theorems for quasi-orthogonal random fields., (J. Multivariate Anal. 30, No.2, 255-278 (1989).)
M\'oricz, Ferenc: On $L\sp 1$-convergence of Walsh-Fourier series. I., (Rend. Circ. Mat. Palermo, II. Ser. 38, No.3, 411-418 (1989).)
M\'oricz, F.; Taylor, R.L.: Strong laws of large numbers for arrays of orthogonal random variables., (Math. Nachr. 141, 145-152 (1989).)
M\'oricz, Ferenc: On the integrability and $L\sp 1$-convergence of sine series., (Stud. Math. 92, No.2, 187-200 (1989).)
M\'oricz, Ferenc: Integrability of double trigonometric series in the sense of improper Riemann integral., (Baron, S. (ed.) et al., Approximation, interpolation, and summability. In honor of Amnon Jakimovski on his sixty-fifth birthday. Proceedings of an international conference, held at Tel-Aviv University, Tel Aviv and Bar- Ilan University, Ramat-Gan, Israel, June 4-8, 1990. Providence, RI: American Mathematical Society. Isr. Math. Conf. Proc. 4, 199-215 (1991). ))
M\'oricz, F.: Lebesgue integrability and $L\sp 1$-convergence of trigonometric series with special coefficients., (Approximation theory, Proc. Conf., Kecskem\'et/Hung. 1990, Colloq. Math. Soc. J\'anos Bolyai 58, 513-536 (1991).)
M\'oricz, Ferenc: Integrability of double trigonometric series with special coefficients., (Anal. Math. 16, No.1, 39-56 (1990).)
M\'oricz, F.: On $\Lambda$-strong convergence of double numerical sequences and Fourier series., (Acta Math. Hung. 56, No.1/2, 125-136 (1990).)
M\'oricz, F.: On the maximum of the rectangular partial sums of double trigonometric series with nonnegative coefficients., (Anal. Math. 15, No.4, 283-290 (1990).)
M\'oricz, Ferenc: Integrability of double lacunary sine series., (Proc. Am. Math. Soc. 110, No.2, 355-364 (1990).)
M\'oricz, Ferenc: On double cosine, sine, and Walsh series with monotone coefficients., (Proc. Am. Math. Soc. 109, No.2, 417-425 (1990).)
M\'oricz, F.; Rhoades, B.E.: Some characterizations of almost convergence for single and double sequences., (Publ. Inst. Math., Nouv. S\'er. 48(62), 61-68 (1990).)
M\'oricz, Ferenc: Sidon type inequalities., (Publ. Inst. Math., Nouv. S\'er. 48(62), 101-109 (1990).)
M\'oricz, F.; Schipp, F.; Wade, W.R.: On the integrability of double Walsh series with special coefficients., (Mich. Math. J. 37, No.2, 191-201 (1990).)
M\'oricz, F.; Shi, Xianliang: Strong uniform approximation by double Fourier series., (J. Approximation Theory 61, No.1, 23-39 (1990).)
M\'oricz, Ferenc; Schipp, Ferenc: On the integrability and $L\sp 1$-convergence of Walsh series with coefficients of bounded variation., (J. Math. Anal. Appl. 146, No.1, 99-109 (1990).)
M\'oricz, F.: Strong limit theorems for quasi-orthogonal random fields. II., (Acta Sci. Math. 55, No.3/4, 309-316 (1991).)
M\'oricz, F.: The Cantor-Lebesgue and Denjoy-Luzin properties for double systems of functions., (Anal. Math. 17, No.4, 297-305 (1991).)
M\'oricz, F.: Extensions of the spaces $c$ and $c\sb 0$ from single to double sequences., (Acta Math. Hung. 57, No.1/2, 129-136 (1991).)
M\'oricz, F.: Double Walsh series with coefficients of bounded variation., (Z. Anal. Anwend. 10, No.1, 3-10 (1991).)
M\'oricz, F.; Schipp, F.: On the integrability and $L\sp 1$-convergence of double Walsh series., (Acta Math. Hung. 57, No.3/4, 371-380 (1991).)
M\'oricz, F.: On $L\sp 1$-convergence of Walsh-Fourier series. II., (Acta Math. Hung. 58, No.1/2, 203-210 (1991).)
M\'oricz, Ferenc: On the integrability and $L\sp 1$-convergence of complex trigonometric series., (Proc. Am. Math. Soc. 113, No.1, 53-64 (1991).)
M\'oricz, Ferenc: On the integrability of double cosine and sine series. I., (J. Math. Anal. Appl. 154, No.2, 452-465 (1991).)
M\'oricz, Ferenc: On the integrability of double cosine and sine series. II., (J. Math. Anal. Appl. 154, No.2, 466-483 (1991).)
M\'oricz, Ferenc: On the integrability and $L\sp 1$-convergence of double trigonometric series., (Stud. Math. 98, No.3, 203-225 (1991).)
M\'oricz, Ferenc: Approximation by double Walsh polynomials., (Int. J. Math. Math. Sci. 15, No.2, 209-220 (1992).))
M\'oricz, Ferenc: On the uniform convergence and $L\sp 1$-convergence of double Walsh- Fourier series., (Stud. Math. 102, No.3, 225-237 (1992).)
M\'oricz, F.; Schipp, F.; Wade, W.R.: Ces\`aro summability of double Walsh-Fourier series., (Trans. Am. Math. Soc. 329, No.1, 131-140 (1992).)
Dang V\~u Giang; M\'oricz, Ferenc: On the integrability of trigonometric series., (Anal. Math. 18, No.1, 15-23 (1992).)
M\'oricz, F.; Rhoades, B.E.: Summability of double Fourier series by N\"orlund methods at a point., (J. Math. Anal. Appl. 167, No.1, 203-215 (1992).)
M\'oricz, Ferenc: Pointwise convergence of double Walsh series., (Analysis 12, No.1/2, 121-137 (1992).)
M\'oricz, Ferenc: A quantitative version of the Dirichlet-Jordan test for double Fourier series., (J. Approximation Theory 71, No.3, 344-358 (1992).)
M\'oricz, F.; Siddiqi, A.H.: Approximation by N\"orlund means of Walsh-Fourier series., (J. Approximation Theory 70, No.3, 375-389 (1992).)
M\'oricz, Ferenc: Integrability of double cosine-sine series in the sense of improper Riemann integral., (J. Math. Anal. Appl. 165, No.2, 419-437 (1992).)
Dang Vu Giang; M\'oricz, Ferenc: Characterization of Besov spaces in harmonic analysis., (Rao, Geetha S. (ed.), Approximation theory and its applications. Proceedings of the symposium, Madras, India, March 26-31, 1993. New Delhi: New Age International Publishers. 26-39 (1996). )
M\'oricz, Ferenc: Integrability theorems for trigonometric series., (Acta Sci. Math. 57, No.1-4, 443-452 (1993).)
M\'oricz, Ferenc: Lebesgue integrability of double cosine and sine series., (Analysis 13, No.4, 321-350 (1993).)
Lubinsky, D.S.; M\'oricz, F.: Pointwise convergence of Fourier transforms., (Arch. Math. 61, No.1, 82-87 (1993).)
D\u{a}ng V\~u Giang; M\'oricz, Ferenc: Lebesgue integrability of double Fourier transforms., (Acta Sci. Math. 58, No.1-4, 299-328 (1993).)
D\u{a}ng V\~u Giang; M\'oricz, Ferenc: Multipliers of double Fourier transforms and Fourier series on $L\sp 1$., (Acta Sci. Math. 58, No.1-4, 329-348 (1993).)
M\'oricz, Ferenc: A quantitative Dirichlet-Jordan test for Walsh-Fourier series., (Proc. Am. Math. Soc. 118, No.1, 143-149 (1993).)
M\'oricz, Ferenc; Chang-Pao Chen; Po-Hsun Hsieh: An improvement of the conditions (A1), (A2), (B1), and (B2) in the paper ``Pointwise convergence of double trigonometric series'' , (J. Math. Anal. Appl. 172, No.2, 600-601 (1993).)
M\'oricz, Ferenc: Rate of convergence for double Walsh-Fourier series of functions of bounded fluctuation., (Arch. Math. 60, No.3, 256-265 (1993).)
Giang, Dang Vu; M\'oricz Ferenc: On the uniform and the absolute convergence of Dirichlet integrals of functions in Besov spaces, (Acta Sci. Math., 59, 257-265 (1994).)
Giang, Dang Vu; M\'oricz, Ferenc: The Ces\`aro operator on the Banach algebra of $L(\bbfR^2) $ multipliers. II: Even case., (Acta Sci. Math. 59, No.3-4, 625-655 (1994).)
M\'oricz, Ferenc: $L\sp 1$-convergence of double cosine- and Walsh-Fourier series., (J. Anal. Math. 62, 115-130 (1994).)
M\'oricz, Ferenc: Tauberian theorems for Ces\`aro summable double sequences., (Stud. Math. 110, No.1, 83-96 (1994).)
M\'oricz, F.; Tandori, K.: Almost everywhere convergence of orthogonal series revisited., (J. Math. Anal. Appl. 182, No.3, 637-653 (1994).)
Giang, Dang Vu; M\'oricz, Ferenc: Strong approximation by Dirichlet integrals in $L\sp \lambda(\bbfR)$- norm, $1<\lambda<\infty$., (J. Approximation Theory 79, No.2, 271-286 (1994).)
M\'oricz, Ferenc: Necessary and sufficient Tauberian conditions, under which convergence follows from summability $(C,1)$., (Bull. Lond. Math. Soc. 26, No.3, 288-294 (1994).)
Chen, Chang-Pao; Wu, Hui-Chuan; M\'oricz, Ferenc: Pointwise convergence of multiple trigonometric series., (J. Math. Anal. Appl. 185, No.3, 629-646 (1994).)
M\'oricz, Ferenc: $L\sp 1$-convergence of double Fourier series., (J. Math. Anal. Appl. 186, No.1, 209-236 (1994).)
M\'oricz, F.; Su, Kuo-Liang; Taylor, R.L.: Strong laws of large numbers for arrays of orthogonal random elements in Banach spaces., (Acta Math. Hung. 65, No.1, 1-16 (1994).)
Giang, D\u{a}ng V\~u; M\'oricz, Ferenc: Multipliers of Fourier transforms and series on $L\sp 1$., (Arch. Math. 62, No.3, 230-238 (1994).)
Giang, Dang Vu; M\'oricz, Ferenc: Ces\`aro means of Fourier transforms and multipliers on $L\sp 1(R)$., (Proc. Am. Math. Soc. 122, No.2, 469-477 (1994).)
Giang, D.V.; M\'oricz, F.: The strong summability of Fourier transforms., (Acta Math. Hung. 65, No.4, 403-419 (1994).)
Lubinsky, D.S.; M\'oricz, F.: The weighted $L\sb p$-norms of orthonormal polynomials for Freud weights., (J. Approximation Theory 77, No.1, 42-50 (1994).)
M\'oricz, F.: Maximal moment inequalities for stochastic processes., (Proc. Am. Math. Soc. 120, No.3, 943-950 (1994).)
M\'oricz, Ferenc: The maximal Fej\'er operator on the spaces $H^1$ and $L^1$., (V\'ertesi, P. (ed.) et al., Approximation theory and function series. Proceedings of the international conference dedicated to K\'aroly Tandori on his 70th birthday, Budapest, Hungary, August 21--25, 1995. Budapest: J\'anos Bolyai Mathematical Society. Bolyai Soc. Math. Stud. 5, 275-292 (1996). )
M\'oricz, Ferenc: On the scientific work of K\'aroly Tandori., (V\'ertesi, P. (ed.) et al., Approximation theory and function series. Proceedings of the international conference dedicated to K\'aroly Tandori on his 70th birthday, Budapest, Hungary, August 21--25, 1995. Budapest: J\'anos Bolyai Mathematical Society. Bolyai Soc. Math. Stud. 5, 7-34 (1996). )
Giang, Dang Vu; M\'oricz, Ferenc: The Ces\`aro operator on the Banach algebra of $L(\bbfR^2)$ multipliers. III: Even-odd case., (Acta Math. Hung. 68, No.1-2, 71-98 (1995).)
M\'oricz, F.: On the integrability and $L^1$-convergence of double trigonometric series. II., (Acta Math. Hung. 69, No.1-2, 99-110 (1995).)
Dang Vu Giang; M\'oricz, Ferenc: The Ces\`aro operator is bounded on the Hardy space $H\sp 1$., (Acta Sci. Math. 61, No.1-4, 535-544 (1995).)
Dang Vu Giang; M\'oricz, Ferenc: Strong approximation by Fourier transforms and Fourier series in $L\sp \infty$-norm., (J. Approximation Theory 83, No.2, 157-174 (1995).)
Dang Vu Giang; M\'oricz, Ferenc: On the $L\sp 1$ theory of Fourier transforms and multipliers., (Acta Sci. Math. 61, No.1-4, 293-304 (1995).)
M\'oricz, F.; Rhoades, B.E.: Double weighted mean methods equivalent to $(C,1,1)$., (Publ. Math. 47, No.1-2, 29-64 (1995).)
Le Gac, Barth\'elemy; M\'oricz, Ferenc; Tandori, K.: A new inequality of Menshov-Rademacher type and the strong law of large numbers., (Acta Math. Hung. 67, No.4, 347-360 (1995).)
M\'oricz, Ferenc: On the maximal Fej\'er operator for double Fourier series of functions in Hardy spaces., (Stud. Math. 116, No.1, 89-100 (1995).)
M\'oricz, F.; Rhoades, B.E.: Necessary and sufficient Tauberian conditions for certain weighted mean methods of summability., (Acta Math. Hung. 66, No.1-2, 105-111 (1995).)
M\'oricz, F.: A quantitative version of the Young test for the convergence of conjugate series., (J. Approximation Theory 81, No.2, 207-216 (1995).)
D\~ang V\~u Giang; M\'oricz, Ferenc: Lebesgue integrability of Fourier transforms., (Acta Sci. Math. 60, No.1-2, 329-343 (1995).)
M\'oricz, F.: Maximal probability inequalities for stochastic processes., (Math. Nachr. 172, 239-248 (1995).)
Giang, Dang Vu; M\'oricz, Ferenc: A new characterization of Besov spaces on the real line., (J. Math. Anal. Appl. 189, No.2, 533-551 (1995).)
M\'oricz, F.: Various definitions of Hardy spaces on the plane and their use in the study of Fourier transforms., (Hamoui, Adnan (ed.) et al., International workshop on the recent advances in applied mathematics, RAAM '96, State of Kuwait, Kuwait, May 4--7, 1996. Kuwait: Kuwait Univ., Department of Mathematics and Computer Science, 389-401 (1996).)
Giang, D.V.; M\'oricz, F.: The Ces\`aro operator on the Banach algebra of $L({\Bbb R}\sp 2)$ multipliers. I: Odd case., (Acta Sci. Math. 62, No.3-4, 433-456 (1996).)
M\'oricz, F.: The maximal Fej\'er operator for Fourier transforms of functions in Hardy spaces., (Acta Sci. Math. 62, No.3-4, 537-555 (1996).)
M\'oricz, F.; N\'emeth, Z.: On the order of magnitude of Fourier coefficients with respect to uniformly bounded orthonormal systems., (Anal. Math. 22, No.3, 187-198 (1996).)
M\'oricz, Ferenc: The maximal Fej\'er operator is bounded from $H\sp 1(\bold T)$ into $L\sp 1(\bold T)$., (Analysis 16, No.2, 125-135 (1996).)
M\'oricz, F.; Siddiqi, A.H.: A quantified version of the Dirichlet-Jordan test in $L\sp 1$-norm., (Rend. Circ. Mat. Palermo, II. Ser. 45, No.1, 19-24 (1996).)
M\'oricz, Ferenc; Tandori, K\'aroly: An improved Menshov-Rademacher theorem., (Proc. Am. Math. Soc. 124, No.3, 877-885 (1996). )
D\u{a}ng V\~u Giang; M\'oricz, Ferenc: On the $L\sp 1$-convergence of Fourier transforms., (J. Aust. Math. Soc., Ser. A 60, No.3, 405-420 (1996).)
M\'oricz, F.; Rhoades, B.E.: Approximation by weighted means of Walsh-Fourier series., (Int. J. Math. Math. Sci. 19, No.1, 1-8 (1996).)
Giang, Dang Vu; M\'oricz, Ferenc: Hardy spaces on the plane and double Fourier transforms., (J. Fourier Anal. Appl. 2, No.5, 487-505 (1996).)
Dang Vu Giang; M\'oricz, F.: The two dimensional Ces\`{a}ro operator is bounded on the multi-parameter Hardy space ${\Cal H}^1 (\Bbb R\times \Bbb R)$., (Acta Sci. Math. 63, No.1-2, 279-288 (1997).)
M\'oricz, F.; N\'emeth, Z.: A new characterization of regular summability $(C,1,1)$ of double series., (Acta Sci. Math. 63, No.3-4, 471-485 (1997).)
Dang Vu Giang; M\'oricz, Ferenc: The Ces\`aro operator is bounded on the multi-parameter Hardy space ${\cal H}^1(T\times T)$., (Analysis 17, No.2-3, 155-174 (1997).)
Bagota, M.; Giang, D.V.; M\'oricz, F.: On the order of magnitude of Fourier transforms., (Acta Math. Hung. 75, No.3, 227-243 (1997).)
Le Gac, Barth\'elemy; M\'oricz, Ferenc: On the bundle convergence of orthogonal series and SLLN in noncommutative $L_2$-spaces., (Acta Sci. Math. 64, No.3-4, 575-599 (1998).)
M\'oricz, Ferenc: Summability (C, 1) of integrals on $\bbfR_+$., (Analysis, M\"unchen 18, No.1, 1-8 (1998).)
Bagota, M\'onika; M\'oricz, Ferenc: The maximal Riemann operator for functions in Hardy spaces on the two-dimensional torus., (Acta Sci. Math. 64, No.1-2, 281-291 (1998).)
M\'oricz, Ferenc; Rhoades, Billy E.: An equivalent reformulation of summability by weighted mean methods., (Linear Algebra Appl. 268, 171-181 (1998).)
Mazhar, S.M.; M\'oricz, F.: Integrability of double power series with nonnegative coefficients., (J. Math. Anal. Appl. 219, No.2, 229-245 (1998).)
M\'oricz, Ferenc: Approximation by rectangular partial sums of double conjugate Fourier series., (J. Approximation Theory 103, No.1, 130-150, doi:10.1006/jath.1999.3422 (2000).)
M\'oricz, Ferenc: The harmonic Ces\`aro and Copson operators on the spaces $L^p$, $1\leq p\leq \infty$, $H^1$, and BMO., (Acta Sci. Math. 65, No.1-2, 293-310 (1999).)
M\'oricz, Ferenc: Exact estimates for integrals related to Dirichlet series., (Anal. Math. 25, No.2, 87-102 (1999).)
M\'oricz, Ferenc: Bundle convergence of Ces\'aro means of orthogonal sequences in noncommutative $L_2$-spaces., (Period. Math. Hung. 38, No.1-2, 55-62 (1999).)
M\'oricz, Ferenc; Tandori, K\'aroly: Integrability behaviour of the maximal partial sum of orthogonal series., (Math. Pannonica 10, No.1, 5-15 (1999).)
M\'oricz, Ferenc: The maximal conjugate Fej\'er operator is bounded from $L^1$ to weak-$L^1$., (Arch. Math. 72, No.2, 118-126 (1999). )
M\'oricz, Ferenc: Exact estimates for integrals involving Dirichlet series with nonnegative coefficients., (Proc. Am. Math. Soc. 127, No.8, 2417-2422 (1999).)
M\'oricz, F.; Stadtm\"uller, U.: Harmonic and logarithmic summability of orthogonal series are equivalent up to a set of measure zero., (J. Lond. Math. Soc., II. Ser. 59, No.1, 252-262 (1999).)
Móricz Ferenc: Approximation by the partial sums of Fourier series on the one- and two-dimensional torus, (Functions, Series, Operators, Proc. Alexits Memorial Conf., Budapest, 1999; 297-319 (Budapest, 2002).)
Móricz Ferenc - Tandori Károly : On the scientific work of George Alexits , (Functions, Series, Operators, Proc. Alexits Memorial Conf., Budapest, 1999; 7-22 (Budapest, 2002).)
Móricz Ferenc : Approximation by the partial sums of Fourier series on the one- and two-dimensional torus , (Functions, Series, Operators, Proc. Alexits Memorial Conf., Budapest, 1999; 297-319 (Budapest 2002). )
Le Gac, Barth\'elemy; M\'oricz, Ferenc: Beppo Levi and Lebesgue type theorems for bundle convergence in noncommutative $L_2$-spaces., (K\'erchy, L\'aszl\'o (ed.) et al., Recent advances in operator theory and related topics. The B\'ela Sz\H{o}kefalvi-Nagy memorial volume. Proceedings of the memorial conference, Szeged, Hungary, August 2-6, 1999. Basel: Birkh\"auser. Oper. Theory, Adv. Appl. 127, 447-464 (2001). )
Brown, G.; M\'oricz, F.: Exact estimates for double Dirichlet series with nonnegative coefficients., (Acta Math. Hung. 84, No.3, 199-208 (1999).)
M\'oricz, Ferenc; Le Gac, Barth\'elemy: On the bundle convergence of double orthogonal series in noncommutative $L_2$-spaces., (Stud. Math. 140, No.2, 177-190 (2000).)
M\'oricz, Ferenc; N\'emeth, Zolt\'an: Tauberian conditions under which convergence of integrals follows from summability $(C,1)$ over $\bbfR_+$., (Anal. Math. 26, No.1, 53-61 (2000).)
Brown, Gavin; M\'oricz, Ferenc: The Hausdorff and the quasi Hausdorff operators on the spaces $L^p$, $1\leq p<\infty$., (Math. Inequal. Appl. 3, No.1, 105-115 (2000).)
Liflyand, Elijah; M\'oricz, Ferenc: The Hausdorff operator is bounded on the real Hardy space $H^{1} ({\Bbb{R}})$., (Proc. Am. Math. Soc. 128, No.5, 1391-1396 (2000). )
M\'oricz, Ferenc: Tauberian theorems for Ces\`aro summable double integrals over $\bbfR_+^2$., (Stud. Math. 138, No.1, 41-52 (2000).)
M\'oricz Ferenc: Még egyszer a Dini- és az Abel-Dini tételekről, (Polygon 10:2, 40-47 (2000).)
M\'oricz, Ferenc: On the Riemann summability of Fourier integrals and real Hardy spaces., (Math. Nachr. 219, 163-180 (2000).)
Le Gac, Barth\'elemy; M\'oricz, Ferenc: Bundle convergence of weighted sums of operators in noncommutative $L_2$-spaces., (Bull. Pol. Acad. Sci., Math. 49, No.4, 327-336 (2001).)
M\'oricz, Ferenc; Le Gac, Barth\'elemy: Bundle convergence of harmonic means of orthogonal sequences in noncommutative $L_2$-spaces., (Indag. Math., New Ser. 12, No.2, 221-229 (2001).)
M\'oricz, Ferenc: Extension of a theorem of Fej\'er to double Fourier-Stieltjes series., (J. Fourier Anal. Appl. 7, No.6, 601-614 (2001).)
M\'oricz, Ferenc; Stadtm\"uller, Ulrich: Necessary and sufficient conditions under which convergence follows from summability by weighted means., (Int. J. Math. Math. Sci. 27, No.7, 399-406 (2001).)
M\'oricz, Ferenc: Extension of a theorem of Ferenc Luk\'acs from single to double conjugate series., (J. Math. Anal. Appl. 259, No.2, 582-595 (2001).)
Liflyand, Elijah; M\'oricz, Ferenc: The multi-parameter Hausdorff operator is bounded on the product Hardy space $H^{11}(\Bbb R\times\Bbb R)$., (Analysis, M\"unchen 21, No.2, 107-118 (2001).)
M\'oricz, Ferenc; Le Gac, Barth\'elemy: Orthogonal series and SLLN in non-commutative $L_2$-spaces., (Indian J. Pure Appl. Math. 32, No.1, 157-175 (2001).)
Le Gac, Barth\'elemy; M\'oricz, Ferenc: Two-parameter SLLN in noncommutative $L_2$-spaces in terms of bundle convergence., (Acta Sci. Math. 67, No.1-2, 273-298 (2001).)
Móricz Ferenc: Az inverz mátrix algebrai és analízisbeli definíciójával kapcsolatos kérdésekről, (Polygon 11:2 , 17-33 (2002).)
Móricz Ferenc: The harmonic Cesáro and Copson operators on the spaces $L^p(R), 1\le p \le 2$ , (Studia Math. 140, 267-279 (2002). )
Móricz Ferenc ; E. Liflyand : Commuting relations for Hausdorff operators and Hilbert transforms on Hardy spaces, (Acta Math. Hungar. 97, 133-143 (2002). )
Móricz Ferenc; Gavin Brown: Multivariate Hausdorff operators on the spaces $L^p (R^n)$ , (J. Math. Anal. Appl. 271, 443-454 (2002). )
Móricz Ferenc; Billy E. Rhoades: An equivalent reformulation of summability by weighted mean methods, revisited , (Linear Alg. and its Appl. 349, 187-192 (2002). )
Móricz Ferenc: Order of magnitude of double Fourier coefficients of functions of bounded variation, (Analysis 22, 335-345 (2002). )
Móricz Ferenc : Tauberian conditions, under which statistical convergence follows from statistical summability $(C, 1)$, (J. Math. Anal. Appl. 275, 277-287 (2002). )
M\'oricz, F.; Wade, W.R.: An analogue of a theorem of Ferenc Luk\'acs for double Walsh-Fourier series., (Acta Math. Hung. 95, No.4, 327-340 (2002).)
Bagota, M\'onika; M\'oricz, Ferenc: A Fej\'er type theorem to determine jumps in terms of the Abel-Poisson mean of double Fourier series., (Proc. Am. Math. Soc. 130, No.9, 2617-2623 (2002).)
M\'oricz, Ferenc: Uniqueness of double Fourier-Stieltjes series., (Arch. Math. 78, No.1, 51-57 (2002). )
Móricz Ferenc : Determination of jumps in terms of Abel-Poisson means , (Acta Math. Hungar. 98, 259-262 (2003).)
Móricz Ferenc: Az n-dimenziós gömb térfogatának és felszínének kiszámítása, (Polygon, 12:1-2 (2003), 35-49.)
Móricz Ferenc: Lukács type theorems in terms of the Abel-Poisson mean of conjugate series, (Proc. Amer. Math. Soc. 131 (2003), 1243-1250.)
Móricz Ferenc: Statistical convergence of multiple sequences, (Arch. Math. (Basel), 81 (2003), 82-89.)
Móricz Ferenc: Tauberian theorems for double sequences that are statistically summable (C,1,1), (J. Math. Anal. Appl., (2003), 340-350. )
Móricz Ferenc: Determination of jumps in terms of the Abel-Poisson mean of double conjugate series , (Acta Sci. Math. (Szeged), 69 (2003), 677-686. )
Móricz Ferenc: Determination of jumps in terms of the Abel-Poisson mean of partially conjugate series, (Analysis 23 (2003), 1-11.)
Móricz Ferebc - G. Bronwn - Feng Dai : Strong approximation by Fourier-Laplace series on the unit sphere S^n-1, (Acta Math. Hungar. 102 (2004), 91-115. )
Móricz Ferenc - B.E. Rhoades : Necessary and sufficient Tauberian conditions for certain weighted mean methods of summability. II , (Acta Math. Hungar. 102 (2004), 279-285. )
Móricz Ferenc: Necessary and sufficient Tauberian conditions in the case of weighted mean summable integrals over R_+ , (Math. Ineq. & Appl. 7 (2004), 27-50. )
Móricz Ferenc : Fejér type theorems for Fourier-Stieltjes series, (Analysis Math. 30 (2004)), 123-136. )
Móricz Ferenc - G. Brown - Feng Dai: The maximal Riesz, Fejér, and Cesaro operators on real Hardy spaces, (Anal. Appl. 10 (2004), 27-50. )
Móricz Ferenc - Fülöp Vanda: Order of magnitude of multiple Fourier coefficients of functions of bounded variation, (Acta Math. Hungar. 104 (2004), 95-104. )
Móricz Ferenc: Statistical limits of measurable functions, (Analysis 24 (2004), 1-18. )
Móricz Ferenc : Theorems relating to statistical harmonic summability and ordinary convergence of slowly decreasing or oscillating sequences , (Analysis 24(2004), 127-245. )
Móricz Ferenc: Ordinary convergence follows from statistical summability (C,1) in the case of slowly decreasing or oscillating sequences, (Colloq. Math. 99(2004), 207-219. )
Móricz Ferenc - B. Le Gac: A new two-parameter SLLN in noncommutative L_2-spaces in terms of bundle convergence, (Acta Sci. Math. 70(2004), 213-228. )
Móricz Ferenc - G. Brown - Feng Dai : The maximal Fejér operator on real Hardy spaces , (Periodica Math. Hungar. 49 (2004), 14-25. )
Móricz Ferenc : Pointwise behavior of Fourier integrals of functions of bounded variation over R , (J. Math. Anal. Appl. 297 (2004), 527-539. )
Móricz Ferenc : Konvex és konkáv függvények, (Polygon, 13 (2004), 29-50. )
Móricz Ferenc - C. Orhan: Tauberian conditions under which statistical convergence follows from statistical summability by weighted means, (Studia Sci. Math. Hungar. 41(2004), 391-403. )
Móricz Ferenc - B. Le Gac : Bundle convergence in a von Neumann algebra and in a von Neumann subalgebra , (Bull. Polish Acad. Sci. Math. 52(2004), 283-295. )
Móricz Ferenc: Statistical convergence of Walsh-Fourier series, (Acta Math. Acad. Paedagog. Nyíregyházi (N.S.) 20:2 (2004) 165-168. )
Móricz Ferenc - U. Stadtmüller : Summability of double sequences by weighted mean methods and Tauberian conditions for convergence in Pringsheim's sense, (Internat. J. Math. @ Math. Sci. 65 (2004), 3499-3511. )
Móricz Ferenc: Regular statistical convergence of double sequences , (Colloq. Math. 102 (2005), 217-227)
Móricz Ferenc : Multivariate Hausdorff operators on the space H^1(R^n) and BMO(R^n) , (Analysis Math. 31(2005), 31-41. )
Móricz Ferenc - Fekete Árpád: Necessary and sufficent Tauberian conditions in the case of weighted mean summable integrals over R_+, II. , (Publ. Math. Debrecen, 67(2005), 65-78. )
Móricz Ferenc: Strong Cesaro summability and strictical limit of Fourier integrals, (Analysis 25(2005), 79-86. )
Móricz Ferenc: Strong Cesaro summability and statistical limit of double Fourier integrals, (Acta Sci. Math. Szeged, 71(2005), 159-174. )
Polygon 14:1(2005), 19-43. : Valós és komplex számok végtelen szorzatai, ()
Móricz Ferenc - G. Brown - Feng Dai: The maximal conjugate and Hilbert operators on real Hardy spaces, (Acta Math. Hungar., 109(2005), 53-63. )
Móricz Ferenc: Regular statistical convergence of multiple sequences, (Analysis, 25(2005), 171-182. )
Móricz Ferenc: Constructive Function Theory: I. Orthogonal Series, in "A Panorama of Hungarian Mathematics in the Twentieth Century" , (pp. 29-54; Bolyai Society Math. Studies 14, Springer Verlag, 2005. )
Móricz Ferenc: Valós vagy komplex változó hatványsorai, (Poygon 14:2 (2005), 12-34. )
Móricz Ferenc - B. Le Gac: The classical monotone convergence theorem of Beppo Levi fails in noncommutative L_2-spaces , (Proc. amer. Math. Soc. 133(2005), 2559-2567. )
Móricz Ferenc - Jenei Árpád: Pointwise convergence of series conjugate to double Fourier series, (Acta Sci. Math. Szeged 72(2006), 555-567)
Móricz Ferenc: On the harmonic averages of numerical sequences, (Arch. Math. (Basel), 86(2006), 375-384.)
Móricz Ferenc - W.R. Wade: On the problem of uniqueness of the trigonometric moment constants, (Acta Math. Hungar., 111(2006), 313-324.)
Móricz Ferenc: Pointwise behavior of double Fourier series of functions of bounded variation, (Monatsh. Math., 148(2006), 51-59.)
Móricz Ferenc - B. Le Gac: Bundle convergence of sequences of pairwise uncorrelated operators in von Neumann algebras and vectors in their L_2-spaces, (Indag. Matham., N.S., 17(2006), 221-230.)
Móricz Ferenc - Jenei Árpád: Extension of the Dini test to double Fourier series, (Acta Sci. Math. Szeged, 72(2006), 135-145. )
Móricz Ferenc : Absolutely convergent Fourier series and function classes, (J. Math. Anal. Appl., 324(2006), 1168-1177.)
Móricz Ferenc: Az N^1/m, e és pi számok irracionálisok , (Polygon, 15:1(2006), 25-41. )
Móricz Ferenc: Statistical extensions of some classical Tauberian theorems in nondiscrete setting, (Colloq. Math., 107(2007), 45-56.)
Móricz Ferenc - Fekete Árpád : A characterization of the existence of statistical lmit of real-valued measurable functions, (Acta Math. Hungar., 114(2007), 235-246)
Móricz Ferenc: A Dini type test on the pointwise convergence of double Fourier integrals, (Analysis Math., 33(2007), 45-54.)
Acta Math. Hungar., 115(2007), 1-12. : Strong Cesaro summability of double Fourier integrals,, ()
Polygon, 15:2 (2007), 50-54.: A pí szám irracionális voltának jelenleg "legegyszerűbb" bizonyítása, ()
Móricz Ferenc - Veres Antal: On the absolute convergence of multiple Fourier series , (Acta Math. Hungar., 117(2007), 275-292. )
Móricz Ferenc: Pringsheim type test on the pointwise convergence of integrals conjugate to double Fourier integrals, (Analysis Math., 33(2007), 287-299.)
Móricz Ferenc - Németh József: Generalized Zymund classes of functions and strong approximation by Fourier series , (Acta Sci. Math., 73 (2007), 637-647. )
Ferenc Móricz : Absoutely convergent Fourier series and function classes II. , (J. Math. Anal. Appl., 342 (2008), 1246-1249. )
Ferenc Móricz : Absolutely convergent Fourier series and generalized Lipschitz classes of functions , (Colloq. Math., 113(2008), 105-117.)
Ferenc Móricz: Absolutely convergent Fourier integrals and classical function spaces, (Arch. Math. (Basel), 91(2008), 49-62.)
Ferenc Móricz and A. Veres : Absolute convergence of multiple Fourier series revisited, (Analysis Math., 34(2008), 145-162)
Ferenc Móricz , U. Stadtmüller and M. Thalmaier : Strong laws for blockwise M-dependent random fields , (J. Theor. Probab., 20(2008), 660-671.)
Ferenc Móricz : Absolutely convergent Fourier series, classical function classes and Paley's theorem, (Analysis Math., 34(2008), 261-276.)
Ferenc Móricz: Higher order Lipschitz classes of functions and absolutely convergent Fourier series, (Acta Math. Hungar., 120(2008), 355-366.)
Móricz Ferenc and M. Bagota: On the Lebesgue summability of double trigonometric series , (J. Math. Anal. Appl., 348 (2008), 555-561.)
Ferenc Móricz: Absolutely convergent multiple Fourier series and multiplicative Lipschitz classes of functions, (Acta Math. Hungar., 121(2008), 261-276.)
Ferenc Móricz and V. Fülöp: Absolutely convergent multiple Fourier series and multiplicative Zygmund classes of functions , (Analysis, 28 (2008), 345-354. )
Móricz Ferenc: Multiple conjugate functions and multiplicative Lipschitz classes, (Colloq. Math. 115(2009), 21-32.)
Móricz Ferenc: Absolutely convergent Fourier series, enlarged Lipschitz and Zygmund classes of functions, (East J. Math. 15(2009) 71-85.)
Móricz Ferenc: A differenciálhányados fogalmának általánosításai, (Polygon, 17: 1-2(2009), 63-89.)
Móricz Ferenc: Móricz Ferenc: Absolutely convergent Fourier series and generalized Zygmund classes of functions, (Math. Scand. 104 (2009), 124-131. )
Móricz Ferenc: On the uniform convergence of sine integrals, (J. Math. Anal. Appl. 354(2009), 213-219. )
Móricz Ferenc and Kórus Péter: On the uniform convergence of double sine series, (Studia Math. 193 (2009), 79-97. )
Móricz Ferenc, Gavin Brown, Sáfár Zoltán: Formal differentation of absolutely convergent Fourier series and classical function classes, (Acta Sci. Math. (Szeged), 75(2009), 161-173. )
Ferenc Móricz: Az azonos napra eső születésnapok előfordulásának valószínűsége, várható értéke és szórása, (Polygon 18:1 (2009), 7-31)
Móricz Ferenc: Necessary conditions for $L^1$-convergence of double Fourier series, (J. Math. Anal. Appl. 363(2009), 559-568. )
Móricz Ferenc, Bagota Mónika: On the Lebesgue summability of multiple trigonometric series, (Sarajevo J. Math. 5(18) (2009), 257-267. )
Móricz Ferenc: Necessary conditions for $L^1$-convergence of double Fourier series, (J. Math. Anal. Appl., 363 (2010), 559-568.)
Móricz Ferenc, Sáfár Zoltán: Absolutely convergent double Fourier series, enlarged Lipschitz and Zygmund classes of functions of two variables, (East J. Approx., 16 (2010), 1-24.)
Móricz Ferenc: Sufficient conditions for the Lebesgue integrability of Fourier transforms, (Analysis Math., 36 (2010), 121-129.)
Móricz Ferenc: Absolute convergence of Walsh-Fourier series and related results, (Analysis Math., 36 (2010), 275-286.)
Móricz Ferenc: Best possible sufficient conditions for the Fourier transform to satisfy the Lipschitz or Zygmund condition, (Studia Math., 199 (2010), 199-205.)
Ferenc Móricz: Generalization to monotonicity for uniform convergence of double sine integrals over $R^2_+$, (Studia Math., 201(2010), 287-304 )
Ferenc Móricz: Enlarged Lipschitz and Zygmund classes of functions and Fourier transforms, (East J. Approx., 16(2010), 259-271.)
Móricz Ferenc: Necessary and sufficient conditions for the strong law of large numbers, (Periodica Math. Hungar.)
Móricz Ferenc, Veres Antal : Absolute convergence of double Walsh-Fourier series and related results, (Acta Math. Hungar.)
Móricz Ferenc, Fülöp Vanda, Sáfár Zoltán: Double Fourier transforms, Lipschitz and Zygmund classes of functions on the plane, (East J. Approx. )
Móricz Ferenc, Barthélemy Le Gac: Riesz summability of orthogonal series in noncommutative L_2-spaces, (J. Operator Theory )
Móricz Ferenc: On the uniform convergence of double sine integrals over R^2_+, , (Analysis )
Móricz Ferenc, Fekete Árpád, Irina Georgieva: Characterizations of the convergence of harmonic averages of double numerical sequences, (Math Ineq. & Appl., Zagreb )
Móricz Ferenc: Pozitív valós számok közepei, (Polygon)
Móricz Ferenc, Fülöp Vanda: On double sine and cosine transforms, Lipschitz and Zygmund classes, (Anal. Theory Appl. )
Móricz Ferenc : On the degree of continuity and smoothness of sine and cosine Fourier transforms of Lebesgue integrable functions , (Acta Math. Hungar. )
Móricz Ferenc: The Lebesgue summability of trigonometric integrals , (J. Math. Anal. Appl. )
Móricz Ferenc: On the regular convergence of multiple integrals of locally integrable functions over R^m_+, (C.R. Acad. Sci. Paris)
Móricz Ferenc, Ulrich Stadtmüller : Characterization of the convergence of weighted averages of sequences and functions , (Periodica Math. Hungar. )
Móricz Ferenc, Krizsán Lívia : Generalization of Zygmund's theorem an the smoothness of the sum of trigonometric series , (Acta Sci. Math. Szeged )
Móricz Ferenc: On the convergence of double integrals and a generalized version of Fubini's theorem on successive integration , (Acta Sci. Math. Szeged)
Móricz Ferenc: Az f(x)=0 egyenlet gyökének közelítésa a húr, a szelő- és az értőmódszerrel , (Polygon)