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Pantelis Bouboulis
Researcher at National and Kapodistrian University of Athens
Publications - 44
Citations - 1732
Pantelis Bouboulis is an academic researcher from National and Kapodistrian University of Athens. The author has contributed to research in topics: Reproducing kernel Hilbert space & Kernel (statistics). The author has an hindex of 19, co-authored 44 publications receiving 1560 citations.
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Ieee transactions on neural networks and learning systems
Derong Liu,Murad Abu-Khalaf,Adel M. Alimi,Charles Anderson,Aluizio Fausto,Ahmad Taher Azar,Bart Baesens,Giorgio Battistelli,Eduardo Bayro-Corrochano,Sander Bohte,Pantelis Bouboulis,Padua Braga,Cristiano Cervellera,Badong Chen,Sergio Cruces,Qionghai Dai,Steven Damelin,Daoyi Dong,El-Sayed El-Alfy,King Fahd,Saudi Arabia,David Elizondo,Maurizio Filippone,Yun Raymond Fu,Giorgio Gnecco,Haibo He,Shuiwang Ji,Preben Kidmose,Rhee Man Kil,Robert Legenstein,Hongyi Li,Zhijun Li,Jinling Liang,Juwei Lu,Wenlian Lu,Jiancheng Lv,Ana Maria Madureira,Massimo Panella,Robi Polikar,Danil Prokhorov,Manuel Roveri,Björn W. Schuller,Madhusudana Shashanka,Chunhua Shen,Igor Skrjanc,Yongduan Song,Stefano Squartini,Changyin Sun,Toshihisa Tanaka,Huajin Tang,Dacheng Tao,Peter Tino,Dianhui Wang,Michael J. Watts,Qinglai Wei,Stefan Wermter,Marco Wiering,Jonathan Wu,Shengli Xie,Dong Xu +59 more
TL;DR: Equipped with the global directional matching module and the directional appearance model learning module, DDEAL learns static cues from the labeled first frame and dynamically updates cues of the subsequent frames for object segmentation without using online fine-tuning.
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Extension of Wirtinger's Calculus to Reproducing Kernel Hilbert Spaces and the Complex Kernel LMS
TL;DR: The notion of Wirtinger's calculus is extended, for the first time, to include complex RKHSs and use it to derive several realizations of the complex kernel least-mean-square (CKLMS) algorithm, verifying that the CKLMS offers significant performance improvements over several linear and nonlinear algorithms, when dealing with nonlinearities.
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Construction of recurrent bivariate fractal interpolation surfaces and computation of their box-counting dimension
TL;DR: Recurrent bivariate fractal interpolation surfaces (RBFISs) generalise the notion of affine fractals in that the iterated system of transformations used to construct such a surface is non-affine, and the resulting limit surface is no longer self-Affine nor self-similar.
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A general construction of fractal interpolation functions on grids of n
Pantelis Bouboulis,Leoni Dalla +1 more
TL;DR: Recurrent iterated function systems whose attractors G are graphs of continuous functions f:I→, which interpolate the data are introduced and the fractal dimensions of a class of FIFs are derived.
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Adaptive Kernel-Based Image Denoising Employing Semi-Parametric Regularization
TL;DR: The main contribution of this paper is the development of a novel approach, based on the theory of Reproducing Kernel Hilbert Spaces, for the problem of noise removal in the spatial domain, which has the advantage that it is able to remove any kind of additive noise from any digital image, in contrast to the most commonly used denoising techniques, which are noise dependent.