Results 31 to 40 of about 2,125,495 (197)
The geodesic Fréchet distance between two curves bounding a simple polygon
Journal of Computational GeometryThe Fréchet distance is a popular similarity measure that is well understood for polygonal curves in $\mathbb{R}^d$: near-quadratic time algorithms exist, and conditional lower bounds suggest that these results cannot be improved significantly, even in ...
Thijs van der Horst +3 more
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Results and perspectives of tectonomagnetic investigations in the Western Antarctic
Annals of Geophysics, 2009 The results of long-term (1998-2005 yrs.) tectonomagnetic investigations in the Western Antarctic near the location<br />of Ukrainian Antarctic Station «Academic Vernadsky» are reviewed.
Ihor O. Chobotok +3 more
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European Journal of Combinatorics, 2001 A partial linear space \((P,L)\) \((P\) set points, \(L\) set of lines) is called a near polygon if the diameter of its point graph is finite and if for every pair \((p,l)\in P\times L\) there is a unique point \(q\in P\) on \(l\) nearest to \(p\) with respect to the natural distance defined on the graph.
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Combinatorial Construction of Some Near Polygons
Journal of Combinatorial Theory, Series A, 1997 A near \(2n\)-gon is a linear incidence system \((P,L)\) satisfying: (i) every line contains at least two points, (ii) the point graph of \((P,L)\) is connected with diameter \(n\), (iii) for each point line pair \((p,l)\), there is a unique point \(q\) on \(l\) nearest \(p\). Note that near 4-gon is the same thing as a generalized quadrangle.
Bruce N. Cooperstein, Ernest E. Shult
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Suitability of Blockchain for Storing Private Data from IoT Devices [PDF]
Interdisciplinary Description of Complex SystemsThe explosive growth of Internet of Things devices over the past two decades has created pressing challenges for storing the vast amounts of data generated by connected devices.
Marija Cekuš, János Simon
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The Regular Near Polygons of Order (s, 2) [PDF]
Journal of Algebraic Combinatorics, 2004 A near polygon is a partial linear space \({\mathcal S}=({\mathcal P},{\mathcal L})\) with the property that for every point \(p\in {\mathcal P}\) and for every line \(L\in {\mathcal L}\) there exists a unique point on \(L\) nearest to \(p\). Here distances \(d\) are measured in the collinearity graph \(\Gamma\). If \(n=\text{ diam}(\Gamma)\), then \({\
Hiraki, A, Koolen, J
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SensorsObject detection is a mature problem in autonomous driving, with pedestrian detection being one of the first commercially deployed algorithms. It has been extensively studied in the literature.
Senthil Yogamani +3 more
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3D MODELING OF HISTORICAL DOGER CARAVANSARIES BY DIGITAL PHOTOGRAMMETRY [PDF]
The International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, 2013 Caravansaries are sort of bigger khan that established on the busy trade roads to provide any kind of supplies but essentially all Caravansaries on Anatolia are established for caravans' accommodations which are passing through on caravan rout.
M. Yakar +3 more
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Cogent Engineering, 2021 There have been reported cases of wellbore instability near-wellbore area due to failures associated with drilling operations, the magnitude and extension of the failure area is imprecisely evaluated by copious researchers due to some of the limitations ...
James C Rwechungula, Yuanfang Cheng
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Transmission of transport vibrations from the ground to the building - case study [PDF]
MATEC Web of Conferences, 2020 Transport vibrations are transmitted from the ground the foundations and building walls to the building and received by its construction and by people in the buildings.
Kowalska-Koczwara Alicja, Pachla Filip
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