List of publications related to MESHLESS methods and Approximation
Methods
(Radial Basis Functions)
with DRAFT versions of available papers
ALL papers including other topics are available at
http://afrodita.zcu.cz/~skala/publications.htm
[If the paper is not available, please, send me an e-mail with the paper title you require]
|
Prof.Ing.Václav Skala, CSc. Dept. of Computer Science and Engineering Faculty of Applied Sciences, University of West Bohemia Univerzitni 8, CZ 306 14 Plzeň, Czech Republic Tel. +420-37-783-2473, 2401 (secretary) skala@kiv.zcu.cz http://wwww.VaclavSkala.eu http://Graphics.zcu.cz
ResearcherID: http://www.researcherid.com/rid/F-9141-2011 Scopus Author ID: https://www.scopus.com/authid/detail.uri?authorId=7004643209 ORCID: 0000-0001-8886-4281 Research Gate: https://www.researchgate.net/profile/Vaclav_Skala/publications DBLP: https://dblp.uni-trier.de/pid/s/VaclavSkala.html
BibTEX records can be found via DBLP Bibliography |
List of ALL Vaclav Skala’s publications
Last update: 2023-11-23
--- 2023 ---
1.
Skala,V.,
Mourycova,E.: Meshfree Interpolation of Multidimensional Time-varying Scattered
Data, Computers, MDPI, ISSN: 2073-431X,
Vol.12, No.12, article No:243, pp. 1-18, 2023,
IF=2.8 (2022), Q3
DOI: 10.3390/computers12120243
[PDF Draft] [PDF
online]
2.
Skala,V.:
Multidimensional Meshless Interpolation of Time-varying Data for Sensor
Networks
International Conference on Computational Science and Its Applications,
ICCSA 2023, Part I, pp. 99–112, LNCS 13956, ISBN 978-3-031-36804-2, Springer Nature,
Switzerland, 2023
DOI: 10.1007/978-3-031-36805-9_7
[PDF Draft] [PDF-Presentation] [PDF online]
--- 2022 ---
MISC
1.
Skala,V:
Radial Basis Functions: Meshless Interpolation and Approximation Methods,
Keynote at EECSS 2022 - 8th World Congress on Electrical Engineering and
Computer Systems and Science, Prague, July 28-30, 2022
[PDF-PresentationDraft]
2.
Skala,V.:
Meshless Interpolation of Time-Varying Data for Sensor Networks,
Modeling and simulation for autonomous systems, Keynote: MESAS 2022, Future
Forces Forum, Prague, 2022
[https://www.mscoe.org/event/mesas-2022]
--- 2021 ---
1.
Smolik,M.,
Skala,V.: Radial Basis Function and Multi-level 2D Vector Field Approximation,
Mathematics and Computers in Simulation, ISSN: 0378-4754, Vol.181, No.3,
pp.522-538, DOI: 10.1016/j.matcom.2020.10.009, (on-line 2020), IF=1.409,
(WoS, Scopus)
[PDF Draft][PDF-online]
--- 2020 ---
1.
Skala,V.,
Karim,S., Cervenka,M.: Finding Points of Importance for Radial Basis Function
Approximation of Large Scattered Data, Computational Science - ICCS 2020, Part
VI, LNCS 12142, pp. 239–250,
doi: 10.1007/978-3-030-50433-5_19, Springer, 2020.
[PDF Draft]
2.
Skala,V.,
Karim,S., Zabran,M.: Radial Basis Function Approximation Optimal Shape
Parameters Estimation: Preliminary Experimental Results, Computational Science-ICCS
2020, Part VI, LNCS 12142, pp.309-317, doi: 10.1007/978-3-030-50433-5_24,
Springer, 2020.
[PDF Draft]
3.
Skala,V.:
Conditionality of Linear Systems of Equations and Matrices Using Projective
Geometric Algebra, ICCSA 2020 proceedings, Part II,LNCS 12250, pp. 3-17, DOI:
10.1007/978-3-030-58802-1_1, Springer, 2020
[PDF Draft]
4.
Cervenka,M.,
Skala,V.: Conditionality Analysis of the Radial Basis Function Matrix, ICCSA
2020 proceedings, Part II,LNCS, pp. 30-43, DOI: 10.1007/978-3-030-58802-1_3,
Springer, 2020
[PDF Draft]
5.
Smolik,M.,
Skala,V.: Effcient Speed-up of Radial Basis Functions Approximation and
Interpolation Formula Evaluation, ICCSA 2020 proceedings, Part I, pp.165-176,
LNCS 12249, 12250, DOI: 10.1007/978-3-030-58799-4_12, Springer, 2020
[PDF Draft]
6.
Cervenka,M.,
Skala,V.: Behavioral Study of Various Radial Basis Functions for Approximation
and Interpolation Purposes, IEEE 18th World Symposium on Applied Machine
Intelligence and Informatics, SAMI 2020, pp.135-140, ISBN 978-1-7281-314, DOI:
10.1109/SAMI48414.2020, Slovakia, 2020 (Scopus)
[PDF Draft]
--- 2019 ---
1.
Majdisova,Z.,
Skala,V., Smolik,M.: Algorithm for Placement of Reference Points and Choice of
an Appropriate Variable Shape Parameter for the RBF Approximation, Integrated
Computer-Aided Engineering, Vol.27, No.1, pp.1-15, ISSN 1069-2509, DOI:
10.3233/ICA-190610, IF=4.902, IOS Press, 2020
[PDF Draft]
2.
Smolik,M.,
Skala,V.: Efficient simple large scattered 3D vector fields Radial basis
function approximation using space subdivision, Computational Science and Its
Application, ICSSA 2019 proceedings, Part I, LNCS 11619, pp.337-350, ISSN
0302-9743, ISBN 978-3-030-24288-6,
https://doi.org/10.1007/978-3-030-24289-3_25, Springer, 2019
[PDF Draft]
3.
Cervenka,M.,
Smolik,M., Skala,V.: A New Strategy for Scattered Data Approximation Using
Radial Basis Functions Representing Points of Inflection, Computational Science
and Its Application, ICSSA 2019 proceedings, Part I, LNCS 11619, pp.322-226,
ISSN 0302-9743, ISBN 978-3-030-24288-6,
https://doi.org/10.1007/978-3-030-24289-3_24, Springer, 2019
[PDF Draft]
4.
Smolik,M.,
Skala,V., Majdisova,Z.: 3D Vector Field Approximation and Critical Points
Reduction Using Radial Basis Functions, International Journal of mechanics of
NAUN, Vol.13, pp. 100-103, ISSN: 1998-4448, 2019
[PDF Draft]
5.
Smolik,M.,
Skala,V.: Reconstruction of Corrupted Vector Fields using Radial Basis
Functions, pp.363-368, Informatics 2019, IEEE proceedings, ISBN 978-1-7281-3178-8,
Poprad, Slovakia, 2019
[PDF Draft]
6.
Skala,V.,
Cervenka,M.: Novel RBF Approximation Method Based onGeometrical Properties for
Signal Processing with a New RBF Function: Experimental Comparison, pp.357-362,
Informatics 2019, IEEE proceedings, ISBN 978-1-7281-3178-8, Poprad, Slovakia,
2019
[PDF Draft]
7.
Vasta,J.,
Skala,V., Smolik,M., Cervenka,M: Modified Radial Basis Functions Approximation
Respecting Data Local Features pp.445-449, Informatics 2019, IEEE proceedings,
ISBN 978-1-7281-3178-8, Poprad, Slovakia, 2019
[PDF Draft]
--- 2018 ---
1.
Smolik,M.,
Skala,V.: Large Scattered Data Interpolation with Radial Basis Functions and
Space Subdivision, Integrated Computer Aided Engineering, Vol.25, No.1,
pp.49-62, ISSN 1069-2509, IOS Press, DOI: 10.3233/ICA-170556, IF=5.264, 2018
[PDF Draft]
2.
Smolik, M., Skala,
V., Majdisova, Z.: Vector Field Radial Basis Function Approximation, Advances
in Engineering Software, Vol.123, pp.117-129, ISSN 0965-9978, Elsevier,
September 2018, doi:10.1016/j.advengsoft.2018.06.013, IF=3.198, 2018
[PDF Draft]
3.
Skala,V.,
Smolik,M.: A New Approach to Vector Field Interpolation, Classification and
Robust Critical Points Detection Using Radial Basis Functions, in Cybernetics
and Algorithms in Intelligent Systems, DOI10.1007/978-3-319-91192-2_12,
Springer, 2018
[PDF Draft]
4.
Majdisova, Z.,
Skala, V., Smolik, M.: Determination of Stationary Points and Their Bindings in
Dataset using RBF Methods, 2nd Computational Methods in Systems and
Software (CoMeSySo), pp. 213-224, ISBN 978-3-030-00210-7, DOI:
10.1007/978-3-030-00211-4_20, Springer, 2018.
[PDF Draft]
5.
Skala,V.,
Smolik,M.: A New Formulation of Plücker Coordinates Using Projective Representation,
5th Int.Conf. on Mathematics and Computers in Science and Industry, IEEE
Proceedings, MCSI 2018, Corfu Greece, DOI: 10.1109/MCSI.2018.00020,
ISBN 978-1-5386-7500-7/19, pp.52-55, Corfu Greece, 2019
[PDF Draft]
6.
Majdisova,Z.,
Skala,V., Smolik,M.: Incremental meshfree approximation of real geographics
data, 3rd Conf. on Applied Physics, System Science and Computers,
APSAC 2018, pp.222-228, ISBN 978-3-030-21506-4, Lecture Notes in Electrical
Engineering, Vol 574, Dubrovnik, Springer, 2018
[PDF Draft]
7.
Skala,V.:
RBF Approximation of Big Data Sets with Large Span of Data, MCSI 2017 – Corfu,
IEEE, pp. 212-218, DOI 10.1109/MCSI.2017.44, 2018
[PDF Draft]
--- 2017 ---
1.
Skala,V.:
RBF Interpolation with CSRBF of Large Data Sets, ICCS 2017, Proceedia Computer
Science, Elsevier, Vol. 108, pp. 2433-2437, 2017.
[PDF Draft]
2.
Majdisova,
Z., Skala, V.: Big Geo Data Surface Approximation using Radial Basis Functions:
A Comparative Study, Computers and Geosciences, ISSN 0098-3004, doi:j.cageo.2017.08.007,
Vol.109, pp.51-58, Elsevier, 2017
[PDF Draft]
3.
Majdisova,
Z., Skala, V.: Radial basis function approximations: comparison and
applications, Applied Mathematical Modelling, Vol.51, pp.728-743, ISSN
0307-904X, Elsevier, November 2017, doi:10.1016/j.apm.2017.07.033.
[PDF Draft]
4.
Smolik,M.,
Skala,V.: Classification of Critical Points Using a Second Order Derivative,
ICCS 2017, Procedia Computer Science, Elsevier, Vol. 108, pp. 2373-2377, 2017.
[PDF Draft]
5.
Smolik,M.,
Skala,V.: Vector Field Second Order Derivative Approximation and Geometrical
Characteristics, ICCSA 2017 Conf., LNCS, Vol.10404,
pp.148-158, Springer, 2017
[PDF Draft]
6.
Smolik,M.,
Skala,V.: Spherical RBF Vector Field Interpolation: Experimental Study,
International Symposium on Applied Machine Intelligence and Informatics SAMI
2017, IEEE proceedings, pp.431-434, ISBN 978-1-8090-5655-2, 2017
[PDF Draft]
--- 2016 ---
1.
Smolik,M.,
Skala,V., Nedved,O.: A Comparative Study of LOWESS and RBF Approximations,
Computational Scienceand Its Applications-ICCSA 2016, LNCS 9787, Vol.II,
pp.405-444, Springer, China, 2016
[PDF Draft]
2.
Smolik,M.,
Skala,V.: Vector Field Interpolation with Radial Basis Functions, SIGRAD 2016,
pp.15-21, Sweden, 2016
[PDF Draft]
3.
Smolik,M.,
Skala,V.: Vector Field RBF Interpolation on a Sphere, CGVCVIP 2016, pp.352-356,
ISBN 978-989-8533-52-4, Portugal, 2016
[PDF Draft]
4.
Majdisova,Z.,
Skala,V.: A Radial Basis Function Approximation for Large Datasets, SIGRAD
2016, pp.9-14, Sweden, 2016
[PDF Draft]
5.
Majdisova,Z.,
Skala,V.: A New Radial Basis Function Approximation with Reproduction, CGVCVIP
2016, pp.215-222, ISBN 978-989-8533-52-4, Portugal, 2016
[PDF Draft]
6.
Skala,V.:
A Practical Use of Radial Basis Functions Interpolation and Approximation, 11th
IWOR 2015, Revista Investigacion Operacional, ISSN 0257-4306, pp.137-145,
Vol.37, No.2, http://rev-inv-ope.univ-paris1.fr/, Habana, Cuba, 2016
[PDF DRAFT]
--- 2015 ---
1.
Skala,V.:
Meshless Interpolations for Computer Graphics, Visualization and Games: An
Informal Introduction, Tutorial, Eurographics 2015, doi: 10.2312/egt.20151046,
Zurich, 2015
[PDF Draft]
2.
Skala,V.:
A Practical Use of Radial Basis Functions Interpolation and Approximation, 11th
IWOR 2015, Habana, Cuba, 2015
[PDF Draft]
--- 2014 ---
1.
Skala,V.,
Smolik,M., Karlicek,L.: HS-Patch: A New Hermite Smart Bicubic Patch
Modification, NAUN Journal International Journal of Mathematics and Computers
in Simulation, Vol.8, pp.292-299, ISSN: 1998-0159, 2014
[PDF Draft]
2.
Skala,V.,
Pan,R.: Interpolation and Projective Representation in Computer Graphics,
Visualization and Games, Tutorial, Applied Mathematics and Computational
Methods in Engineering - AMCME-EBA 2014, Europment, Praha, ISBN
978-1-61804-230-9, 2014
[PDF Draft]
3.
Skala,V.:
Informal Introduction to Mesh Free Interpolation of Scattered Large
Spatio-Temporal Data, Tutorial, Pure Mathematics, PMAMCM 2014 - Applied
Mathematics and Computational Methods conference, Europment, Santorini, Greece,
2014
[PDF Draft]
--- 2013 ---
1.
Skala,V.:
Fast Reconstruction of Corrupted Images and Videos by Radial Basis Functions,
ICCAIS 2013 Conf., IEEE, pp.267-271, ISBN: 978-1-4673-0813-7, 2013
[PDF Draft]
2.
Pan,R.,
Skala,V.: Normal Map Acquisition of Nearly Flat Objects Using a Flatbed Scanner,
Int.Conf. on Virtual Reality and Visualization ICVRV 2013, ISBN
978-0-7695-5150-0, IEEE procedings, pp.68-72, DOI 10.1109/ICVRV.2013.19, Xian,
China, 2013
[PDF Draft]
3.
Skala,V.,
Pan,R.J., Nedved,O.: Simple 3D Surface Reconstruction Using Flatbed Scanner and
3D Print - poster, ACM SIGGRAPH Asia 2013, ISBN 978-1-4503—2511, 2013
[PDF Draft] [PDF-Poster]
4.
Skala,V.,
Ondracka,V.: BS-Patch: Constrained Bezier Parametric Patch,
WSEAS Trans.on Mathematics, E-ISSN 2224-2880, No.5, Vol.12, pp.598-607, 2013
[PDF Draft]
5.
Skala,V.:
Fast Interpolation and Approximation of Scattered Multidimensional and Dynamic
Data Using Radial Basis Functions, WSEAS Trans.on Mathematics, E‑ISSN 2224-2880,
No.5, Vol.12, pp.501-511, 2013
[PDF Draft]
--- 2012 ---
1.
Pan,R.,
Skala,V.: Surface Reconstruction with higher-order smoothness, The Visual
Computer, on-line, Vol.28, No.2., pp.155-162, ISSN 0178-2789, Springer,
IF=0,786, 2012
[PDF Draft]
2.
18.
Skala,V.: Scattered Data Interpolation in N-Dimensional Space, 11th
Conference SIP’2012 & Plenary talk, pp.137-142, ISBN: 978-1-61804-081-7,
St.Malo, WSEAS, France, 2012
[PDF Draft]
3.
19.
Skala,V.: Robust Computation in Engineering, Geometry and Duality – TUTORIAL, 7th
Int.Conf. on Systems, ICONS 2012, St. Gilles, Reunion Island, IARIA, 2012
[PDF Draft]
4.
20.
Skala,V.: Interpolation and Intersection Algorithms and GPU, ICONS 2012, Saint
Gilles, Reunion Island, IARIA, ISBN: 978-1-61208-184-7, pp. 193-198, 2012
[PDF Draft]
5.
21.
Skala,V.: Radial Basis Functions for High Dimensional Visualization, VisGra -
ICONS12, Saint Gilles, Reunion Island, IARIA, ISBN: 978-1-61208-184-7, pp.
218-222, 2012
[PDF Draft]
--- 2011 ---
1.
Skala,V.:
Incremental Radial Basis Function Computation for Neural Networks, WSEAS
Transactions on Computers, Issue 11, Volume 10, pp. 367-378, ISSN 1109-2750,
2011
[PDF Draft]
2.
Pan,R.,
Skala,V.: Continuous Global Optimization in Surface Reconstruction from an
Oriented Point Cloud, http://dx.doi.org/10.1016/j.cad.2011.03.005, Computer
Aided Design, Vol.43, No.8, pp.896-901, Elsevier, ISSN 0010-4485, IF=1.667,
2011
[PDF Draft]
3.
Pan,R.,
Skala,V.: A two level approach to implicit modeling with compactly supported
radial basis functions, on-line DOI 10.1007/s00366-010-0199-1, Engineering and
Computers, Vol.27. No.3., pp.299-307, ISSN 0177-0667, IF=0.704, Springer, 2011
[PDF Draft]
--- 2010 ---
1.
Váša,L.,
Skala,V.: Geometry driven local neighborhood based predictors for dynamic mesh
compression, Computer Graphics Forum, Vol.29,No.6, pp.1921-1933, ISSN
0167-7055, IF=1.894, 2010
[PDF Draft]
2.
Skala,V:
Progressive RBF Interpolation, 7th Conference on Computer Graphics, Virtual
Reality, Visualisation and Interaction in Africa, Afrigraph 2010, pp.17-20,
ACM, ISBN:978-1-4503-0118-3, 2010
[PDF Draft]
3.
Skala,V.,
Ondracka,V.: S-Patch: Modification of the Hermite Parametric Patch, ICGG 2010
conference, pp.255-262, Kyoto, Japan, 2010
[PDF Draft]
4.
Skala,V.:
Radial Basis Functions: Interpolation and Applications- An Incremental
Approach, Applied Mathematics, Simulation and Modeling - ASM 2010
conference, NAUN, Corfu, Greece, pp.209-213, ISSN 1792-4332, ISBN
978-960-474-210-3, 2010
[PDF Draft]
--- 2009 ---
1.
Vasa,L.,
Skala,V.: Combined Compression and Simplification of Dynamic 3D Meshes, The
Journal of Computer Animation and Virtual Worlds, John Wiley, Vol.20, No.4., pp.447-456, IF=0.953, ISSN
1546-4261, 2009
[PDF Draft]
2.
Zapletal,J.,
Vanecek,P., Skala,V.: RBF-based Image Restoration Utilising Auxiliary Points,
CGI 2009 proceedings, ACM ISBN 978-60558-687-8, pp.39-44, 2009
[PDF Draft]
--- 2008 ---
1.
Zapletal,J.,
Vanecek,P., Skala,V.: Influence of essential parameters on the RBF based image
reconstruction, SCCG conf.proceedings, Slovakia, ISBN 978-80-89186-30-3,
pp.178-185, 2008
[PDF Draft]
2.
Skala,V.:
Mathematical Foundations for Computer Graphics and Virtual Reality, Tutorial
Intuition 2008 conference, Torino, Italy, 2008
[PDF Draft]
3.
Skala,V.:
Mathematical Foundations for Computer Graphics and Computer Vision, Tutorial
CGI 2008 conference, Istanbul, Turkey, 2008
[PDF Draft]
4. Cunningham,S., Skala,V.(Ed.): WSCG2008 – Full papers proceedings, Science Press, UNION Agency, Plzen, ISBN 978-80-86943-15-2, 2008.
5. Skala,V.(Ed.) WSCG2008 – Communications proceedings, Science Press, UNION Agency, Plzen, ISBN 978-80-86943-16-9, 2008.
6. Skala,V.(Ed.): WSCG2008 – Posters proceedings, Science Press, UNION Agency, Plzen, ISBN 978-86943-17-6, 2008Journal of WSCG, (Ed.Skala,V.): Vol.16., No.1-3, Science Press, UNION Agency, Plzen, ISSN 1213-6972, ISBN 978-80-86943-14-5, 2008
--- 2007 ---
1.
Pan,R.J.,
Skala,V.: Implicit surface modeling suitable for inside/outside tests with
radial basis funtions, 10th International Conference on Computer Aided Design
and Computer Graphics ( CAD/Graphics 2007), IEEE Computer Society Proceedings,
10th conf.on Computer Aided Design and Computer Graphics, pp.28,
DOI.10.1109/CADCG.2007.4407842, 2007
[PDF Draft]
--- 2006 ---
1.
Vasa,L.,
Skala,V.: A Spatio-Temporal Metric for Dynamic Mesh Comparison, AMDO2006
Conf.proceedings (Ed. Prales,F.J., Fischer,R.B.), Spain, Springer Verlag,
pp.29-37, ISSN 0302-9743, 2006
[PDF Draft]
2.
Uhlir,K.,
Skala,V.: Radial basis function use for the restoration of damaged images. In
Computer vision and graphics. Kluwer Academic Publishers, Vol.32, pp.839-844,
ISSN 1381-6446
[PDF Draft]
--- 2005 ---
1.
Uhlir,K.,
Skala,V: Reconstruction of Damaged Images using Radial Basis Functions,
EUSIPCO 2005 conference proceedings, ISBN 975-00188-0-X, Turkey, 2005
[PDF Draft]