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Efficient Methods for Spectral Geometry Processing
A. Nasikun
Computer Graphics and Visualisation
Research output
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Thesis
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Dissertation (TU Delft)
51
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Research output
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Dive into the research topics of 'Efficient Methods for Spectral Geometry Processing'. Together they form a unique fingerprint.
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INIS
geometry
100%
processing
100%
design
53%
surfaces
46%
levels
46%
spectra
38%
shape
38%
applications
30%
eigenfunctions
30%
eigenvalues
30%
solutions
30%
laplacian
30%
eigenvectors
23%
vector fields
23%
matrices
23%
calculation methods
23%
approximations
23%
storage
23%
space
23%
algorithms
23%
maps
15%
comparative evaluations
15%
vectors
15%
cost
15%
tensor fields
15%
geodesics
7%
heat
7%
distance
7%
harmonics
7%
vibration modes
7%
mathematical models
7%
reduction
7%
hatching
7%
decomposition
7%
range
7%
construction
7%
degrees of freedom
7%
scalars
7%
analytical solution
7%
fourier analysis
7%
image processing
7%
performance
7%
tools
7%
kernels
7%
data
7%
size
7%
classification
7%
modeling
7%
laplace operator
7%
signals
7%
Computer Science
Eigenvector
100%
Eigenvalue
57%
Laplacian Operator
42%
Filtering
28%
Processing Task
28%
Approximation (Algorithm)
28%
Shape Correspondence
14%
Initialization
14%
Signal Processing
14%
Mesh Representation
14%
shape descriptor
14%
Efficient Algorithm
14%
Deformable Object
14%
Multigrid Method
14%
Reference Spectrum
14%
Waves
14%
Computing
14%
Image Processing
14%
Algorithms
14%
Parameterization Surface
14%
Geodesic Distance
14%
Engineering
Tangential Field
33%
Larger Mesh
11%
Rectangular Matrix
11%
Spectral Processing
11%
Surface Processing
11%
Mathematics
Processing Application
22%
Diagonal of a matrix
11%
Curvature Tensor Field
11%
Harmonic Manifold
11%
Design of algorithm
11%