transformations

Autor: Gokce, F, Sarigol, MA

In this study we introduce a new series space vertical bar F theta vertical bar (p) as the domain of a matrix corresponding to the absolute Fibonacci summability in the Maddox's space l(p) and show that it is linearly isomorphic to the space l(p) and

Externí odkaz: https://explore.openaire.eu/search/publication?articleId=od______3566::08971b017502341852e75f378d2343ee

bv(k)(theta))

Autor: Gokce, F, Sarigol, MA

The space by, the set of all bounded variation sequences, has an important role in the summability theory. In recent study, this spaces has been extended to the space bv(k)(theta) and some matrix class on this space has been characterized [2]. In the

Externí odkaz: https://explore.openaire.eu/search/publication?articleId=dedup_wf_001::25f7bb195fc2f1627821d859f99563f9

A new series space vertical bar(N)over-bar(p)(theta)vertical bar (mu)

Autor: Gokce, F, Sarigol, MA

The space vertical bar(N) over bar (theta)(p)vertical bar all series summable by the absolute weighted mean method has recently been introduced and studied in several publications. In the present paper, we define a new notion of generalized absolute

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http://acikerisim.pau.edu.tr:8080/xmlui/handle/11499/16323

ON SUMMABILITY METHODS vertical bar A(f)vertical bar(k) vertical bar AND

Autor: Hazar, GC, Gokce, F

In this paper we give necessary and sufficient conditions for vertical bar C, 0 vertical bar double right arrow vertical bar A(f)vertical bar(s) and vise versa, and vertical bar A(f)vertical bar double right arrow vertical bar C, 0 vertical bar(s) an

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http://acikerisim.pau.edu.tr:8080/xmlui/handle/11499/23501

SEssion 06 Morphogenesis in vitro

Autor: Albrechtová, J., Cvikrová, M., Eder, J., Arente, G., Ievinsh, G., Gerinere, D., Borkovec, V., Klemš, M., Havel, L., Procházka, S., Brukhin, V., Batygina, T., Buddendorf-Joosten, J., Woltering, E., Burdová, I., Opatrná, J., Emons, A., Gartland, J., Fenning, T., Brasier, C., Gartland, K., Griga, M., Stejskal, J., Grospietsch, M., Lipavská, H., Harvey, B., Staikidou, I., Fraser, T., Selby, C., Heloir, M., Kevers, C., Hausman, J., Gaspar, Th., Hollo, R., Misik, S., Hrubcová, M., Čeřovská, N., Isaeva, N., Jasik, J., Lenard, M., Chauvin, J., Cohat, J., Kákoniová, D., Lišková, D., Auxtová, O., KubaČková, M., Karácsonyi, Š., Bilisics, L., Kaya, Z., Gokce, F., Kromer, K., Lux, A., Ordóńez, J., López, A., Mensuali-Sodi, A., Panizza, M., Tognoni, F., Mirković, K., Economou, A., Lionakis, S., Molnár, Z., Noe, N., Papathanasiou, F., Pavlova, M., Podlutsky, A., Sokolova, O., Radojevic, Lj., Marinkovic, N., Salmenkallio-Marttila, M., Kauppinen, V., šamaj, J., Bobák, M., Blehová, A., Krištín, J., Siminis, C., Kanellis, A., Roubelakis-Angelakis, K., Sińska, I., Zarska-Maciejewska, B., Sladký, Z., Stiborová, I., Berná, K., Tichá, I., Torne, J., Rodriguez, P., Camara, T., Claparols, I., Santos, M., Verbaere, C., Vlašínová, H., Zenkteler, E., Urbaniak, L.

Publikováno v: Biologia Plantarum; January 1994, Vol. 36 Issue: Supplement 1 pS77-S96, 20p