Acta Mathematica Academiae Scientiarum Hungaricae 10. (1959)

1959 / 1-2. szám

INDEX Aczél, J , Beiträge zur Theorie der geometrischen Objekte. VI...................................... 1 Aczél, J., Beiträge zur Theorie der geometrischen Objekte. VII.........................................251 Balázs, J. and Túrán, P., Notes on interpolation. VII...................................................... 63 Bognár, М., л-dimensionale berandete Pseudomannigfaltigkeiten im (n + l)-dimensio­nalen euklidischen Raume. I............................................................................................363 Czipszer, J., Sur une propriété générale des suites convergentes de fonctions arbitraires 305 Dirac, G. A., Paths and circuits in graphs: Extreme cases..............................................357 Egerváry, E., Über eine konstruktive Methode zur Reduktion einer Matrix auf die Jor­dansche Normalform..................................................................... 31 Egerváry, E. and Túrán, P., Notes on interpolation. VI.................................................. 55 Erdős, P., and Rényi, A., Some further statistical properties of the digits in Cantor’s series............................................................................................................... 21 Erdős, P. and Gallai, T., On maximal paths and circuits of graphs...............................337 Fejes Tóth, L., Über eine Punktverteilung auf der Kugel ......................................... 13 Fejes Tóth, L., Sur la representation d’une population infinie par une nombre fini d’éléments...........................................................................................................................299 Fejér, Leopold f...........................................................................................................................249 Finch, P. D., Balking in the queueing system GI/M/1..........................................................241 Finch, P. D., A probability limit theorem with application to a generalisation of queue­ing theory...........................................................................................................................317 Finch, P. D., On the distribution of queue size in queueing problems.......................327 Fuchs, L., On character groups of discrete abelian groups..............................................133 Fuchs, L., The existence of indecomposable abelian groups of arbitrary power . . . 453 Gallai, T., Über reguläre Kettengruppen.................................................................................227 Gallai, Т. and Erdős, P., On maximal paths and circuits of graphs...........................337 Heppes, A., Mehrfache gitterförmige Kreislagerungen in der Ebene.....................................141 Knapowski, S., On the mean values of certain functions in prime number theory . . . 375 Makai, E., The first main theorem of P. Túrán.....................................................................405 Mikolás, M., Differentiation and integration of complex order of functions represented by trigonometrical series and generalized zeta-functions............................................ 77 Molnár, F. und Molnár, J., Über eine Verallgemeinerung der Tschirnhausschen Flächen und Kurven.......................................................................................................................269 Molnár, J. und Molnár, F., Über eine Verallgemeinerung der Tschirnhausschen Flächen und Kurven.......................................................................................................................269 Rényi, A. and Erdős, P., Some further statistical properties of the digits in Cantor’s series.................................................................................................................................. 21

Next