Previous |  Up |  Next

Article

Title: On Köpcke and Pompeiu functions (English)
Author: Blažek, Jaroslav
Author: Borák, Emil
Author: Malý, Jan
Language: English
Journal: Časopis pro pěstování matematiky
ISSN: 0528-2195
Volume: 103
Issue: 1
Year: 1978
Pages: 53-61
.
Category: math
.
MSC: 26A24
idZBL: Zbl 0376.26006
idMR: MR0486352
DOI: 10.21136/CPM.1978.117970
.
Date available: 2009-09-23T08:52:28Z
Last updated: 2020-07-29
Stable URL: http://hdl.handle.net/10338.dmlcz/117970
.
Reference: [I] A. Denjoy: Sur leѕ fonсtionѕ derivéeѕ ѕommableѕ.Bull. Soс. Math. Franсe, 43 (1915), 161-248. MR 1504743
Reference: [2] P. Franklin: Аnalytiс tranѕformationѕ of everywhere denѕе point ѕеtѕ.Tгanѕ. Аmer. Math. Soс. (1925)27, 91-100. MR 1501300
Reference: [З] C. Goffman: Everywhere differentiable funсtionѕ and the denѕity topology.Proс. Аmeг. Math. Soс. 5I (1975), 250. MR 0367124
Reference: [4] C. Goffman C. Neugebauer T. Nishiura: Denѕity topology and approximate сontinuity.Duke Math. J. 28 (1961), 497- 505. MR 0137805
Reference: [5] Y. Katznelson K. Stromberg: Everywheгe differentiable, nowhere monotone funсtionѕ.Аmer. Math. Mсnthly 81 (1974), З49-З54. MR 0335701
Reference: [6] J. Lukeš L. Zajiček: The inѕertiсn оf $G_\delta$ ѕetѕ and fine topologieѕ.Сomment. Math. Univ. Сarolinae 18, 1 (1977), 101-104. MR 0447497
Reference: [7] S. Marcus: Ѕur leѕ dérivéeѕ dent leѕ zéroѕ forment un enѕemble frontière paгtout denѕe.Rend. Сirс. Mat. Palermo 2/12 (196З), 1 -36.
Reference: [8] G. Petruska M. Lackovich: Baire 1 funсtionѕ, appгoximately сontinuouѕ funсtionѕ and derivativeѕ.Асta Math. Асad. Ѕсi. Hungariсae, 25/1 - 2 (1974), 189-212. MR 0379766
Reference: [9] D. Pompeiu: Ѕur leѕ fonсtionѕ dérivéeѕ.Math. Аnn. 63 (1906), З26-ЗЗ2.
Reference: [10] S. Saks: Theory of the Integrаl.New Yorк 1937.
Reference: [11] C. E. Weil: On nowhere monotone funсtionѕ.Proс. Аmer. Mаth. Ѕoс. 56 (1976), 388-389. MR 0396870
Reference: [12] Z. Zahorski: Ѕur lа première dérivée.Trаnѕ. Аmer. Mаth. Ѕсс. 69 (1950), 1 - 54. MR 0037338
Reference: [13] Z. Zalcwasser: Ѕur leѕ fonсtionѕ de Köpсkе.Práсе Mаt. Fiz. 35 (1927-28), 57-99.
.

Files

Files Size Format View
CasPestMat_103-1978-1_7.pdf 915.1Kb application/pdf View/Open
Back to standard record
Partner of
EuDML logo