Acta Mathematica Academiae Scientiarum Hungaricae 33. (1979)

1979 / 1-2. szám

INDEX TOMUS XXXIII George Alexits ............................................................................................................................................... 1 Askey, R., Some absolutely monotonic functions ............................................................................... 3 Balogh, Z„ On the structure of spaces which are paracompact p-spaces hereditarily.................... 361 Basu, A. K. and Dorea, C. C. Y., On functional central limit theorem for stationary martingale random fields ................................................................................................................................... 307 Bleimann, G., Stark, E. L. and Wilmes, G., A construction of processes of best approximation 7 Butzer, P. L., Stens, R. L. and Wehrens, M., Saturation classes of the Cesäro and Abel—Poisson means of Fourier—Legendre series ............................................................................................. 19 Csáki, E. and Révész, P., How big must be the increments of a Wiener process? ...................... 37 Császár, Á. and Laczkovich, M., Some remarks on discrete Baire classes...................................... 51 Dixon, M. and Korevaar, J., Nonspanning sets of exponentials on curves ..................................... 89 Dorea, C. C. Y. and Basu, A. K., On functional central limit theorem for stationary martingale random fields .................................................................................................................................... 307 Erdős, P., Some unconventional problems in number theory ........................................................... 71 Erdős, P. and Kátai, I., On the growth of some additive functions on small intervals ................ 345 Fisher, B., Some results on fixed points........................................................ 289 Goetgheluck, P., Polynomial inequalities and Markov’s inequality in weighted Lp -spaces.........325 Görlich, E. and Wallerath, P., An example of a best possible Zamansky type inequality with ex­ponential order ................................................................................................................................ 81 Govaerts, W., Decomposition of universal function spaces ............................................................... 235 Hwang, J. S., A Turán’s problem on the 0—2 interpolation based on the zeros of Jacobi­polynomials......................................................................................................................................... 317 Kátai, I. and Erdős, P., On the growth of some additive functions on small intervals ............... 345 Keng-Teh Tan, A note on semi-primary group rings ........................................................................... 261 Kollár, J., The category of unary algebras, containing a given subalgebra .................................... 407 Korevaar, J. and Dixon, M., Nonspanning sets of exponentials on curves....................................... 89 Kratz, W. and Trautner, P., On the summability of function series ................................................. 101 Laczkovich, M. and Császár, Á., Some remarks on discrete Baire classes .................................... 51 Laczkovich, M., A note on approximately continuous and a.e. continuous functions................. 403 Leindler, L., Strong approximation of Fourier series and structural properties of functions ... 105 Levikson, B., On the behaviour of a certain class of approximation operators for discontinuous functions............................................................................................................................................ 299 Lorentz, G. G. and Riemenschneider, S. D., Probabilistic approach to Schoenberg’s problem in Birkhoff interpolation ................................................................................................................... 127 Lucht, L. and Wolke, D., Trigonometrische Reihen über multiplikativen Zahlenmengen. II .. 263 Mathur, К. K. and Sharma, A., Discrete polynomial splines on the circle...................................... 143 Luh, W., Über cluster sets analytischer Funktionen ............................................................................ 137 Mehr, A., Approximation by quadratic splines .................................................................................... 155 Modr, A., Über nicht-holonome Ötsukische Räume .......................................................................... 369 Móricz, F., Exponential estimates for the maximum of partial sums. I .......................................... 159 Nagy, B., On an operational calculus for meromorphic functions ................................................... 379 Nessel, R. J. and Wilmes, G., Nikolskii-type inequalities in connection with regular spectral mea­sures ................................................................................................................................................... 169 O’Malley, R., Approximatively continuous functions which are continuous almost everywhere 395 Révész, P. and Csáki, E., How big must be the increments of a Wiener process?....................... 37 Riemenschneider, S. D. and Lorentz, G. G., Probabilistic approach to Schoenberg’s problem in Birkhoff interpolation..................................................................................................................... 127

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