Further comments on the diffusion equations for membrane formation

McHugh, A.J.
Yılmaz, Levent


Further Notes On Architectural Representation In Miniatures: The Case Of Hexagonal Buildings
Üstünkök, Okan (Middle East Technical University, Faculty of Architecture, 1997)
In the latter half of this century, a wealth of classificatory, descriptive, and interpretative material has accumulated on Eastern miniature painting. There is still a certain degree of persistent overlook, however, in identifying the technical manner of representation of architectural objects found in a large number of these miniatures. The particular reference here is to depicting in miniature paintings a building, a part of a building, or a free-standing object like a tent, a canopy, a throne or sometim...
Further investigation on thermal contact conductance of nominally flat surfaces.
Erenel, M Memduh; Department of Mechanical Engineering (1983)
Additional notes on the spider fauna of Turkey (Araneae)
Kunt, Kadir Bugac; KAYA, RAHŞEN SALTANAT; ÖZKÜTÜK, RECEP SULHİ; DANIŞMAN, TARIK; Yagmur, Ersen Aydin; Elverici, Mert (2012-01-01)
This paper presents the results of recent field surveys and provides new data on the spider fauna of Turkey. The following 9 taxa are new records for Turkey: Larinia chloris (Audouin, 1826); Macrothele sp.; Arctosa tbilisiensis Mcheidze, 1946; Pisaura consocia (O. P.-Cambridge, 1872); Prodidomus redikorzevi Spassky, 1940; Macaroeris flavicomis (Simon, 1884); Scytodes velutina Heineken & Lowe, 1832; Achaeridion conigerum (Simon, 1914); and Phoroncidia paradoxa (Lucas, 1846). New locality data are provided fo...
A note on the minimal polynomial of the product of linear recurring sequences
Cakcak, E (1999-08-06)
Let F be a field of nonzero characteristic, with its algebraic closure, F. For positive integers a, b, let J(a, b) be the set of integers k, such that (x - 1)k is the minimal polynomial of the termwise product of linear recurring sequences sigma and tau in F ($) over bar, with minimal polynomials (x - 1)(a) and (x - 1)(b) respectively. This set plays a crucial role in the determination of the product of linear recurring sequences with arbitrary minimal polynomials. Here, we give an explicit formula to deter...
A note on Riesz spaces with property-b
Alpay, S.; Altin, B.; Tonyali, C. (Institute of Mathematics, Czech Academy of Sciences, 2006-01-01)
We study an order boundedness property in Riesz spaces and investigate Riesz spaces and Banach lattices enjoying this property.
Citation Formats
A. J. McHugh and L. Yılmaz, “Further comments on the diffusion equations for membrane formation,” Journal of Membrane Science, pp. 319–323, 1989, Accessed: 00, 2020. [Online]. Available: https://hdl.handle.net/11511/52410.