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Scale-Invariant Heat Kernel Mapping
2014 International Conference on Cyberworlds, 2014In shape analysis, scaling factors have a great influence on the results of non-rigid shape retrieval and comparison. In order to eliminate the scale ambiguity in shape acquisition and other cases, a method with scale-invariant property is required for shape analysis. The mapping method previously proposed only preserves geodesic distances between pair
Kang Wang +7 more
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Mapping Heat Origin in Plasmonic Structures
Physical Review Letters, 2010We investigate the physics of photoinduced heat generation in plasmonic structures by using a novel thermal microscopy technique based on molecular fluorescence polarization anisotropy. This technique enables us to image the heat source distribution in light-absorbing systems such as plasmonic nanostructures.
Guillaume, Baffou +2 more
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Proceedings of the 12th International Conference on Mobile and Ubiquitous Multimedia, 2013
Heat maps are a common tool in research to visualize human-computer-interaction. Despite being widely used to track navigation, clicks, cursor moves or eye gaze, heat maps have not yet been explored as a means to understand users' gestural interaction with mobile devices.
Klaus Schaefers +2 more
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Heat maps are a common tool in research to visualize human-computer-interaction. Despite being widely used to track navigation, clicks, cursor moves or eye gaze, heat maps have not yet been explored as a means to understand users' gestural interaction with mobile devices.
Klaus Schaefers +2 more
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1991
We examine the harmonic map heat flow problem for maps between the three-dimensional ball and the two-sphere. We give blow-up results for certain initial data, and establish convergence results for suitable axially symmetric initial data.
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We examine the harmonic map heat flow problem for maps between the three-dimensional ball and the two-sphere. We give blow-up results for certain initial data, and establish convergence results for suitable axially symmetric initial data.
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On the Heat Flow for Harmonic Maps with Potential
Annals of Global Analysis and Geometry, 2000Summary: Let \((M,g)\) and \((N,h)\) be two Riemannian manifolds without boundary (\(M\) compact, \(N\) complete). Let \(G \in C^\infty (N)\); if \(u : M\to N\) is a smooth map, we define \(E_G (u) =\frac 12 \int_M [|du|^2 - 2G (u)] dV_M\). We obtain some global existence and convergence results for solutions of the heat equation associated with the ...
FARDOUN A., RATTO, ANDREA, REGBAOUI R.
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The Fundamentals of Constructing and Interpreting Heat Maps
2018This chapter is intended to introduce the fundamental principles of the heat map, the most widely used medium to present high-throughput data, to scientists unaccustomed to analyzing large data sets. Its scope includes describing the general features of heat maps, how their components are designed, the meaning of parameters such as "distance method ...
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