List of publications related to MESHLESS methods and Approximation Methods

 

with DRAFT versions of available papers

 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.

http://www.VaclavSkala.eu

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

Last update: 2019-09-30

 

 

--- 2019 ---

 

1.    Majdisova,Z., Skala,V., Smolik,M.: Near Optimal Placement of Reference Points and Choice of an Appropriate Variable Shape Parameter for RBF Approximation [in revision]
Integrated Computer-Aided Engineering, Vol.xxx, No.xx, pp.xx-xx (accepted for publication), ISSN 1069-2509, DOI: 10.3233/ICA-190610, IF=4.902, IOS Press, 2019
[
PDF Draft]

2.    Karim,S.A.A., Saaban,A., Skala,V.: Range-Restricted Surface Interpolation Using Rational Bi-Cubic Spline Functions with 12 Parameters, IEEE Access, ISSN:2169-3536, IF=4.098, Vol.7, pp.104992-105006, IEEE, 2019
[
PDF-File] [PDF at IEEE Link]

3.    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]

4.    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]

5.    Skala,V., Smolik,M.: Simple and Fast Oexp(N) Algorithm for Finding an Exact Maximum Distance in E2 Instead of O(N2) or O(N lgN), Computational Science and Its Application, ICSSA 2019 proceedings, Part I, LNCS 11619, pp.367-382, ISSN 0302-9743, ISBN 978-3-030-24288-6, https://doi.org/10.1007/978-3-030-24289-3_27, Springer, 2019
[
PDF Draft]

6.    Ali,F.A.M., Karim,S.A.A.,Dass,S.C., Skala,V., Saaban,A., Hasan,M.K., Hashim,I.: Visualizing the Energy of Scattered Data by Using Cubic Timmer Triangular Patches,
2nd Int.Conf.on Applied and Industrial Mathematics and Statistics 2019 (ICoAIMS 2019),
https://doi.org/10.1007/978-981-15-0102-9_8, ISBN: 978-981-15-0101-2, pp. 145-180, Energy Efficiency in Mobility Systems, Malaysia, Springer Singapore, 2019
[
PDF Draft]

7.    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]

8.    Ali,F.A.M., Karim,S.A.A., Dass,S.C., Skala,V., Saaban,A., Hasan,M.K., Hashim,I.: New Cubic Timmer Triangular patches with C1 and G1 Continuity, Journal Teknologi, ISSN 2180-3722, pp.1-11, Vol.81, No.6, 2019
[PDF Draft] [
PDF journal-on-line]

9.    Skala,V., Smolik,M.: Reconstruction of Corrupted Vector Fields using Radial Basis Functions,  Informatics 2019 – IEEE, Slovakia, 2019
[
PDF Draft]

10. Cervenka,M., Skala,V.: Novel RBF Approximation Method Based onGeometrical Properties for Signal Processing with a New RBF Function: Experimental Comparison,
Informatics 2019 – IEEE Poprad, Slovakia, 2019
[
PDF Draft]

11. Vasta,J., Skala,V., Smolik,M., Cervenka,M: Modified Radial Basis Functions Approximation Respecting Data Local Features,  Informatics 2019 – IEEE, 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.    2.   

3.    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]

4.    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]

5.    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]

6.    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]