|
Reference
|
1
|
Ash, J.M., Erdös, P., Rubel, L.A. (1974) Very slowly varying functions. Aequationes Mathematicae / AEM, 10, 1-9
|
|
Bingham, N.H., Goldie, C.M. (1982) Extensions of regular variation: I: Uniformity and quantifiers. Proc. London Math. Soc, (3), 44, 473-496
|
|
Bingham, N.H., Goldie, C.M. (1982) Extensions of regular variation: II: Representations and indices. Proc. London Math. Soc, (3), 44, 497-534
|
15
|
Bingham, N.H., Goldie, C.M., Teugels, J.L. (1987) Regular variation. u: Encyclopedia of Mathematics and its Applications, Cambridge, itd: Cambridge University Press / CUP
|
|
Bojanić, R., Karamata, J. (1963) On a class of functions of regular asymptotic behavior. Madison: Wis, Math. Research Center Tech. Report 436
|
1
|
Bojanić, R., Seneta, E. (1971) Slowly varying functions and asymptotic relations. Journal of Mathematical Analysis and Applications, 34, 302-315
|
|
Csiszár,, Erdös, P. (1964) On the function g(t) = lim supx→∞ [f (x + t) − f (x)]. Magyar Tud. Akad., Mat. Kut. Int. Közl, Ser. A, 9, 603-606
|
1
|
de Bruijn, N.G. (1959) Pairs of slowly oscillating functions occurring in asymptotic problems concerning the Laplace transform. Nieuw Arch. Wisk, 7, 20-26
|
3
|
de Haan, L. (1970) On regular variation and its applications to the weak convergence of sample extrems. u: Mathematical Centre Tracts, Amsterdam, 32
|
|
Delange, H. (1955) Sur un théorème de Karamata. Bull. Sci. Math. France, 79, 9-12
|
|
Đurčić, D. (1997) A statement of Tauber type for power series. Math. Moravica, 1, 33-34
|
|
Geluk, J.L., de Haan, L., Stadtmüller, U. (1986) A Tauberian theorem of exponential type. Canadian J. Math, 38, 697-718
|
1
|
Hardy, G.H., Littlewood, J.E. (1929) Notes on the theory of series XI-On Tauberian theorems. Proceedings of the London Mathematical Society, 30, 23-37
|
3
|
Hille, E., Philips, R.S. (1957) Functional analysis and semigroups. u: Arnar. Math. Soc. Colloquium Publications., Providence, RI: American Mathematical Society / AMS, Colloquium Publications, vol. 31
|
1
|
Karamata, J. (1930) Sur certains Tauberian theorems de M. M. Hardy et Littlewood. Mathematica, Cluj, 3, 33-48
|
6
|
Karamata, J. (1930) Sur un mode de croissance reguliere des fonctions. Mathematica, Cluj, 4, 38-53
|
1
|
Karamata, J. (1933) Sur un mode de croissance r\'eguli\'ere. Th\'eor\'emes fondamentaux. Bull. Soc. Math. France, 61, 55-62
|
1
|
Karamata, J. (1936) Bemerkung über die vorstehende Arbeit des Herrn Avakumović mit näherer Betrachtung einer Klasse von Funktionen, welche bei den Inversionssätzen vorkommen. Bull. International, de l'Académie Yougoslave, Zagreb, 29 et 30, 117-123
|
|
Karamata, J. (1930) Uber die Hardy-Littlewoodschen Umkehrungen des Abelschen Stetigkeitssatzes. Mathematische Zeitschrift, 32, 1, 319-320
|
|
Karamata, J. (1931) Neuer Beweis und Verallgemeinerung der Tauberschen Saetze, welche die Laplacesclie und Stieltjessche Transformation betreffen. Journal fur die Reine und Angewandte Mathematik, 164 27-39
|
2
|
Littlewood, J.E. (1910) The converse of Abel's theorem on power series. Proc. London Math. Soc, vol. 9 (2), str. 434-448
|
1
|
Matuszcwska, M. (1964) On a generalization of regularly increasing functions. Studia Mathematica, 24, 271-279
|
1
|
Matuszewska, W., Orlicz, W. (1965) On some classes of functions with regard to their orders of growth. Studia Mathematica, 26, 11-24
|
1
|
Matuszewska, W. (1962) Regularly increasing functions in connection with the theory of $L\sp{*\phi }$-spaces. Studia Mathematica, 21, 317-344
|
|
Omey, E. (1982) Multivariate reguliere variatie en toepassingen in kanstheorie. K.U. Leuven, Ph. D. Thesis, Belgium, Dutch
|
|
Omey, E., Willekens, E. (1986) Second order behaviour of the tail of a subordinated probability distribution. Stochastic Processes and their Applications, 21, 2, 339-353
|
3
|
Schmidt, R. (1925) Uber divergente Folgen und lineare Mittelbildungen. Mathematische Zeitschrift, 22, 1, 89-152
|
1
|
Schur, I. (1930) Zur Theorie der Cesaroschen und Hölderschen Mittelwerte. Mathematische Zeitschrift, 31, 1, 391-407
|
8
|
Seneta, E. (1976) Regularly varying functions. Lecture Notes in Mathematics, 508, 112
|
|
Stadtmuller, U., Trautner, R. (1979) Tauberian theorems for Laplace transforms. J Reine Angew. Math., 311/312, 283-290
|
|
Steinhaus, H. (1920) Sur les distances des points de mesure positive. Fund. Math, 1, 93-104
|
2
|
Tasković, M.R. (2003) Fundamental facts on translational O-regularly varying functions. Mathematica Moravica, br. 7, str. 107-152
|
|
Tasković, M.R. (2006) Survey on translational regularly varying functions. Mathematica (Cluj), 48 (71), 207-218
|
2
|
Tauber, A. (1897) Ein Satz aus der Theorie der Unendlichen Reihen. Monatshefte fuer Mathematik und Physik, 7 273-277
|
1
|
van Aardenne-Ehrenfest, T., de Bruijn, N.G., Korevaar, J. (1949) A note on slowly oscillating functions. Nieuw Arch. Wisk, 23, 77-86
|
|
|
|