نتایج جستجو برای: nazok kari
تعداد نتایج: 455 فیلتر نتایج به سال:
of colorectal cancer Ben Kinnersley1, Daniel Chubb1, Sara E. Dobbins1, Matthew Frampton1, Stephan Buch2, Maria N. Timofeeva3, Sergi Castellvı́-Bel4, Susan M. Farrington3, Asta Forsti5, Jochen Hampe6, Kari Hemminki5, Robert M.W. Hofstra7,8, Emma Northwood9, Claire Palles10, Manuela Pinheiro11, Clara Ruiz-Ponte12, Clemens Schafmayer13, Manuel R. Teixeira11, Helga Westers8, Tom van Wezel14, D. Timo...
Lappeenranta University of Technology Department of Information Technology Fatemeh Ahmadi Zeleti THE PROGRESS AND OBSTACLES OF IMPLEMENTING AND IMPROVING E-GOVERNMENT IN ISLAMIC REPUBLIC OF IRAN Master’s Thesis 2010 89 pages, 4 figures, 15 tables Examiners: Professor, Ph.D. Kari Smolander Supervisor: Associate Professor D.Sc (Tech.) Erja Mustonen-Ollila
Lyle G. Best ([email protected]) Kari E. North ([email protected]) Xia Li ([email protected]) Vittorio Palmieri ([email protected]) Jason G. Umans ([email protected]) Jean MacCluer ([email protected]) Sandra Laston ([email protected]) Karin Haack ([email protected]) Harald Goring ([email protected]) Laura Almasy ([email protected]) Elisa T. Lee (elisa-lee@ouh...
In this paper we present a construction of Kari-Culik aperiodic tile set — the smallest known until now. With the help of this construction, we prove that this tileset has positive entropy. We also explain why this result was not expected.
Kari L Ruud ([email protected]) Annie LeBlanc ([email protected]) Rebecca J Mullan ([email protected]) Laurie J Pencille ([email protected]) Kristina Tiedje ([email protected]) Megan E Branda ([email protected]) Holly K Van Houten ([email protected]) Sara Heim ([email protected]) Marge Kurland ([email protected]) Nilay D Shah ([email protected]) Barbara...
It is shown that the (infinite) tiling problem byWang tiles is undecidable even if the given tile set is deterministic by all four corners, i.e. a tile is uniquely determined by the colors of any two adjacent edges. The reduction is done from the Turing machine halting problem and uses the aperiodic tile set of Kari and Papasoglu. © 2008 Elsevier B.V. All rights reserved.
Nanocomposite Polypropylene For DC Cables And Capacitors: A New European Project. / Montanari, Gian Carlo; Seri, Paolo; Karttunen, Mikko; Paajanen, Mika; Lahti, Kari; Rytöluoto, Ilkka. Proceeding of the 8th international symposium on electrical insulating materials (ISEIM). Vol. 1 Toyahashi City, Japan : International symposium on electrical insulating materials (ISEIM), 2017. p. 433-436. Resea...
In this paper, we distinguish two levels for the plane-filling property. We consider a simple and a strong one. In this paper, we give the construction which proves that the simple plane-filling property also holds for the hyperbolic plane. The plane-filling property was established for the Euclidean plane by J. Kari, see [2], in the strong version.
Sessions of the symposium are: Climate Change and Life in Changing Northern Hemisphere Health and Well-being in Circumpolar World Security in a Changing World Sustainability and Environmental Technology Editors: Arja Rautio, Kari Strand and Anna-Liisa Mannermaa 2 Layout: Anna-Liisa Mannermaa Thule Insitute, University of Oulu
A new aperiodic tile set containing only 13 tiles over 5 colors is presented. Its construction is based on a technique recently developed by J. Kari. The tilings simulate behavior of sequential machines that multiply real numbers in balanced representations by real constants.
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