Acta Mathematica Academiae Scientiarum Hungaricae 14. (1963)

1963 / 1-2. szám

INDEX TOMUS XIV Aczél, J. und Daróczy, Z., Charakterisierung der Entropien positiver Ordnung und der Shannonschen Entropie........................................................................................................... 95 Blundon, W. J., Note on a paper of A. Heppes .................................................................... 317 Carlitz, L., Some formulas of E. Feldheim .................................................................................. 21 Corrádi, К. und Hajnal, A., On the maximal number of independent circuits in a graph . 423 Daróczy, Z. und Aczél, J., Charakterisierung der Entropien positiver Ordnung und der Shannonschen Entropie ........................................................................................................... 95 Dirac, G. A., Extensions of Turán’s theorem on graphs .................................................... 417 Dirac, G. and Erdős, P., On the maximal number of independent circuits in a graph ........ 79 Erdős, P. and Dirac, G., On the maximal number of independent circuits in a graph .. 79 Erdős, P. and Rényi, A., Asymmetric graphs ....................................................................... 295 Faith, C. and Utumi, Y., On a new proof of Litoff’s theorem ........................................ 369 Fejes Tóth, L., Isoperimetric problems concerning tessellations ............................................. 343 Fladt, K., Die Zentralprojektion einer Ebene auf eine andere in der hyperbolischen Geometrie 403 Freud, G., Über die (C, 1)-Summen der Entwicklungen nach orthogonalen Polynomen ... 197 Garg, K. M., Applications of Denjoy analogue. II ............................................................. 183 Garg, K. M., Applications of Denjoy analogue. Ill ........................................................... 187 Grätzer, G., On semi-disrete lattices whose congruence relations form a Boolean algebra. 441 Hajnal, A. and Corrádi, К., On the maximal number of independent circuits in a graph . 423 Hardy, F. L., On groups of ring multiplications ...................................................................... 283 Harrison, D. K., Irwin, J. M., Peercy, C. L. and Walker, E. A., High extensions of Abelian groups......................................................................................................................................... 319 Hilton, P. J. and Yahya, S. M., Unique divisibility in Abelian groups .............................. 229 Hosszú, M . und Vincze, E., Über den wahrscheinlichsten Wert............................................ 131 Hsu, L. C., On a method for expanding multiple integrals in terms of integrals of lower di­mensions ................................................................................................................................... 359 Irwin, J. M., Harrison, D. K., Peercy, C. L. and Walker, E. A., High extensions of Abelian groups ..................................................................................................................... 319 Knapowski, S. and Túrán, P., Comparative prime-number theory. IV ................................ 31 Knapowski, S. and Túrán, P., Comparative prime-number theory. V .................................. 43 Knapowski, S. and Túrán, P., Comparative prime-number theory. VI.................................. 65 Knapowski, S. and Túrán, P., Comparative prime-number theory. VII ............................... 241 Knapowski, S. and Túrán, P., Comparative prime-number theory. VIII ............................. 251 Levy, A., Remarks on a paper by J. Mycielski ......................................................................... 125 Marcus, S., Typologie des langues et modéles logiques ............................................................ 269 Nigam, H. N., On generalised Laplace transform of two variables ........................................ 331 Peercy, C. L., Harrison, D. K., Irwin, J. M. and Walker, E. A., High extensions of Abelian groups ............................................................................. 319

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