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ORCIDZoltán Csajbók
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Books and Theses
- 2012
[b1]Zoltán Erno Csajbók:
Approximation of Sets Based on Partail Covering. University of Debrecen, Hungary, 2012
Journal Articles
- 2014
- [j3]Tamás Mihálydeák, Zoltán Erno Csajbók:
On the Membrane Computations in the Presence of Membrane Boundaries. J. Autom. Lang. Comb. 19(1-4): 227-238 (2014) - 2013
- [j2]Zoltán Csajbók:
Approximation of Sets Based on Partial Covering. Trans. Rough Sets 16: 144-220 (2013) - 2011
- [j1]Zoltán Csajbók:
Approximation of sets based on partial covering. Theor. Comput. Sci. 412(42): 5820-5833 (2011)
Conference and Workshop Papers
- 2023
- [c19]Zoltán Erno Csajbók:
Measuring and Ranking Bipolarity via Orthopairs. IJCCI 2023: 338-347 - 2022
- [c18]Zoltán Erno Csajbók:
Rough Real Functions and Intuitionistic L-fuzziness. IJCCI 2022: 183-190 - 2020
- [c17]Zoltán Erno Csajbók:
On Possible Approaches to Differentiation of Rough Real Functions. ICAI 2020: 65-75 - [c16]Zoltán Erno Csajbók:
Rough Continuity Represented by Intuitionistic Fuzzy Sets. IJCCI 2020: 264-274 - 2019
- [c15]Zoltán Erno Csajbók:
On the Roughly Continuous Real Functions. IJCRS 2019: 52-65 - 2018
- [c14]Zoltán Erno Csajbók, József Ködmön:
Ranking Rough Sets in Pawlak Approximation Spaces. FedCSIS 2018: 35-38 - 2014
- [c13]Zoltán Erno Csajbók, Tamás Mihálydeák
:
Maximal Parallelism in Membrane Systems with Generated Membrane Boundaries. CiE 2014: 103-112 - [c12]Zoltán Erno Csajbók, Tamás Mihálydeák:
From Vagueness to Rough Sets in Partial Approximation Spaces. RSEISP 2014: 42-52 - [c11]Davide Ciucci, Tamás Mihálydeák, Zoltán Erno Csajbók:
On Definability and Approximations in Partial Approximation Spaces. RSKT 2014: 15-26 - 2013
- [c10]Zoltán Erno Csajbók, Tamás Mihálydeák, József Ködmön:
An Adequate Representation of Medical Data Based on Partial Set Approximation. CISIM 2013: 120-128 - [c9]Zoltán Erno Csajbók, Tamás Mihálydeák:
Fuzziness in Partial Approximation Framework. FedCSIS 2013: 35-41 - [c8]Tamás Mihálydeák, Zoltán Erno Csajbók, Péter Takács:
Communication Rules Controlled by Generated Membrane Boundaries. Int. Conf. on Membrane Computing 2013: 265-279 - [c7]Tamás Mihálydeák, Zoltán Erno Csajbók:
Partial Approximation of Multisets and Its Applications in Membrane Computing. RSKT 2013: 99-108 - 2012
- [c6]Zoltán Csajbók, Tamás Mihálydeák:
A General Set Theoretic Approximation Framework. IPMU (1) 2012: 604-612 - [c5]Tamás Mihálydeák, Zoltán Erno Csajbók:
Membranes with Boundaries. Int. Conf. on Membrane Computing 2012: 277-294 - 2011
- [c4]Zoltán Csajbók:
Simultaneous Anomaly and Misuse Intrusion Detections Based on Partial Approximative Set Theory. PDP 2011: 651-655 - [c3]Zoltán Csajbók, Tamás Mihálydeák:
General Tool-Based Approximation Framework Based on Partial Approximation of Sets. RSFDGrC 2011: 52-59 - 2010
- [c2]Zoltán Csajbók:
A Security Model for Personal Information Security Management Based on Partial Approximative Set Theory. IMCSIT 2010: 839-845 - [c1]Zoltán Csajbók:
Partial approximative set theory: A generalization of the rough set theory. SoCPaR 2010: 51-56
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