Peter Korus

Senior Lecturer
Department of Mathematics
Juhasz Gyula Faculty of Education, University of Szeged, Hungary
E-mail: korpet@jgypk.u-szeged.hu

Fields of interest:

Fourier Analysis

Recent publications:

P. Korus, On ${\Lambda^2}$-strong convergence of numerical sequences revisited, Acta Math. Hungar., 148 (2016), 222–227.

P. Korus: Some applications of Retkes’ identity, Arch. Math., 104 (2015), 217–222.

P. Korus: Applications of general monotone sequences and functions to trigonometric series and integrals, J. Classical Anal., 4 (2014), 69–77.

X.Z. Krasniqi, P. Korus, F. Moricz: Necessary conditions for the $L^{p} (0<p<1)$-convergence of single and double trigonometric series, Math. Bohemica, 139 (2014), 75–88.

P. Korus: Uniform convergence of double trigonometric series, Math. Bohemica, 138 (2013), 225–243.

P. Korus: On the uniform convergence of double sine series with generalized monotone coefficients, Period. Math. Hungar., 63 (2011), 205–214.

P. Korus: On the uniform convergence of special sine integrals, Acta Math. Hungar., 133 (2011), 82–91.

P. Korus, F. Moricz: Generalizations to monotonicity for uniform convergence of double sine integrals over $\overline{\Bbb R}^2_+$, Studia Math., 201 (2010), 287–304.

P. Korus: Remarks on the uniform and $L^1$-convergence of trigonometric series, Acta Math. Hungar., 128 (2010), 369–380.

P. Korus, F. Moricz: On the uniform convergence of double sine series, Studia Math., 193 (2009), 79–97.