Péter Balázs

	2011
29		Piotr Majdak, Péter Balázs, Wolfgang Kreuzer, Monika Dörfler: A time-frequency method for increasing the signal-to-noise ratio in system identification with exponential sweeps. ICASSP 2011: 3812-3815
28		Ewald Enzinger, Péter Balázs, Damián Marelli, Timo Becker: A logarithmic based pole-zero vocal tract model estimation for speaker verification. ICASSP 2011: 4820-4823
27		Marco Liuni, Péter Balázs, Axel Röbel: Sound Analysis and Synthesis Adaptive in Time and Two Frequency Bands CoRR abs/1109.6651: (2011)
26		László Varga, Péter Balázs, Antal Nagy: Direction-dependency of binary tomographic reconstruction algorithms. Graphical Models 73(6): 365-375 (2011)
25		Péter Balázs, Monika Dörfler, Florent Jaillet, Nicki Holighaus, Gino Angelo M. Velasco: Theory, implementation and applications of nonstationary Gabor frames. J. Computational Applied Mathematics 236(6): 1481-1496 (2011)
	2010
24		László Varga, Péter Balázs, Antal Nagy: Projection Selection Algorithms for Discrete Tomography. ACIVS (1) 2010: 390-401
23		László Varga, Péter Balázs, Antal Nagy: Direction-Dependency of a Binary Tomographic Reconstruction Algorithm. CompIMAGE 2010: 242-253
22		Norbert Hantos, Péter Balázs: Image Enhancement by Median Filters in Algebraic Reconstruction Methods: An Experimental Study. ISVC (3) 2010: 339-348
21		Péter Balázs, Bernhard Laback, Gerhard Eckel, Werner A. Deutsch: Time-Frequency Sparsity by Removing Perceptually Irrelevant Components Using a Simple Model of Simultaneous Masking. IEEE Transactions on Audio, Speech & Language Processing 18(1): 34-49 (2010)
20		Damián Marelli, Péter Balázs: On Pole-Zero Model Estimation Methods Minimizing a Logarithmic Criterion for Speech Analysis. IEEE Transactions on Audio, Speech & Language Processing 18(2): 237-248 (2010)
19		Péter Balázs, Jean-Pierre Antoine, Anna Grybos: Weighted and Controlled Frames: Mutual Relationship and First Numerical Properties. IJWMIP 8(1): 109-132 (2010)
	2009
18		Péter Balázs: Reconstruction of Canonical hv-Convex Discrete Sets from Horizontal and Vertical Projections. IWCIA 2009: 280-288
17		Péter Balázs, Mihály Gara: An Evolutionary Approach for Object-Based Image Reconstruction Using Learnt Priors. SCIA 2009: 520-529
16		Péter Balázs: A benchmark set for the reconstruction of hv-convex discrete sets. Discrete Applied Mathematics 157(16): 3447-3456 (2009)
	2008
15		Péter Balázs, Mihály Gara: Decision Trees in Binary Tomography for Supporting the Reconstruction of hv-Convex Connected Images. ACIVS 2008: 433-443
14		Damián Marelli, Minyue Fu, Péter Balázs, Piotr Majdak: An iterative method for approximating LTI systems using subbands. ICASSP 2008: 3533-3536
13		Péter Balázs: Reconstruction of Binary Images with Few Disjoint Components from Two Projections. ISVC (2) 2008: 1147-1156
12		Péter Balázs: On the Number of hv-Convex Discrete Sets. IWCIA 2008: 112-123
11		Péter Balázs: On the Ambiguity of Reconstructing $hv$-Convex Binary Matrices with Decomposable Configurations. Acta Cybern. 18(3): 367-377 (2008)
10		Péter Balázs: Hilbert-Schmidt Operators and Frames - Classification, Best Approximation by Multipliers and Algorithms. IJWMIP 6(2): 315-330 (2008)
9		Péter Balázs: Discrete Tomographic Reconstruction of Binary Images with Disjoint Components Using Shape Information. International Journal of Shape Modeling 14(2): 189-207 (2008)
8		Péter Balázs: A framework for generating some discrete sets with disjoint components by using uniform distributions. Theor. Comput. Sci. 406(1-2): 15-23 (2008)
	2007
7		Péter Balázs: Generation and Empirical Investigation of hv -Convex Discrete Sets. SCIA 2007: 344-353
6		Péter Balázs: A decomposition technique for reconstructing discrete sets from four projections. Image Vision Comput. 25(10): 1609-1619 (2007)
	2006
5		Péter Balázs: The Number of Line-Convex Directed Polyominoes Having the Same Orthogonal Projections. DGCI 2006: 77-85
	2005
4		Péter Balázs: Reconstruction of Decomposable Discrete Sets from Four Projections. DGCI 2005: 104-114
3		Péter Balázs, Emese Balogh, Attila Kuba: Reconstruction of 8-connected but not 4-connected hv-convex discrete sets. Discrete Applied Mathematics 147(2-3): 149-168 (2005)
2		Péter Balázs: Reconstruction of Discrete Sets from Four Projections: Strong Decomposability. Electronic Notes in Discrete Mathematics 20: 329-345 (2005)
	2003
1		Péter Balázs, Emese Balogh, Attila Kuba: A Fast Algorithm for Reconstructing hv-Convex 8-Connected but Not 4-Connected Discrete Sets. DGCI 2003: 388-397

Coauthor Index

1	Jean-Pierre Antoine	[19]
2	Emese Balogh	[1] [3]
3	Timo Becker	[28]
4	Werner A. Deutsch	[21]
5	Monika Dörfler	[25] [29]
6	Gerhard Eckel	[21]
7	Ewald Enzinger	[28]
8	Minyue Fu	[14]
9	Mihály Gara	[15] [17]
10	Anna Grybos	[19]
11	Norbert Hantos	[22]
12	Nicki Holighaus	[25]
13	Florent Jaillet	[25]
14	Wolfgang Kreuzer	[29]
15	Attila Kuba	[1] [3]
16	Bernhard Laback	[21]
17	Marco Liuni	[27]
18	Piotr Majdak	[14] [29]
19	Damián Marelli	[14] [20] [28]
20	Antal Nagy	[23] [24] [26]
21	Axel Röbel	[27]
22	László Varga	[23] [24] [26]
23	Gino Angelo M. Velasco	[25]

Colors in the list of coauthors

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