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ORCIDAndrás Mészáros
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2020 – today
- 2024
[j10]András Mészáros, Miklós Telek
:
Numerical inverse transformation of double sided Laplace transform with parameter optimization. Appl. Math. Comput. 474: 128713 (2024)- [c13]Peter Buchholz, András Mészáros, Miklós Telek:
An Algebraic Proof of the Relation of Markov Fluid Queues and QBD Processes. ASMTA 2024: 132-147 - 2023
- [j9]András Mészáros:
A BK inequality for random matchings. Comb. Probab. Comput. 32(1): 151-157 (2023) - [j8]Illés Horváth, András Mészáros, Miklós Telek:
Numerical inverse Laplace transformation beyond the Abate-Whitt framework. J. Comput. Appl. Math. 418: 114651 (2023) - [j7]András Mészáros:
Matchings on trees and the adjacency matrix: A determinantal viewpoint. Random Struct. Algorithms 63(3): 753-778 (2023) - [j6]Gábor Horváth, András Mészáros, Péter Szilágyi:
TeleDAL: a regression-based template-less unsupervised method for finding anomalies in log sequences. J. Supercomput. 79(16): 18394-18416 (2023) - [c12]Peter Buchholz, András Mészáros, Miklós Telek:
Analysis of a Two-State Markov Fluid Model with 2 Buffers. EPEW 2023: 49-64 - 2022
- [j5]Salah Al-Deen Almousa, Gábor Horváth, Illés Antal Horváth, András Mészáros, Miklós Telek:
The CME method: Efficient numerical inverse Laplace transformation with Concentrated Matrix Exponential distribution. SIGMETRICS Perform. Evaluation Rev. 49(4): 29-34 (2022) - [j4]Illés Horváth, András Mészáros, Miklós Telek:
Optimized numerical inverse Laplace transformation. SIGMETRICS Perform. Evaluation Rev. 50(2): 36-38 (2022) - 2021
- [c11]András Mészáros, Evsey Morozov, Taisia Morozova, Miklós Telek:
Numerical Analysis of a Retrial System with Unreliable Servers Based on Laplace Domain Description. DCCN 2021: 226-239 - [c10]Szilveszter Nádas, Balázs Varga, Illés Horváth, András Mészáros, Miklós Telek:
Multi-timescale Fairness for Heterogeneous Broadband Traffic in Access-Aggregation Networks. EPEW 2021: 62-78 - [i2]Illés Horváth, András Mészáros, Miklós Telek:
Optimized numerical inverse Laplace transformation. CoRR abs/2112.08306 (2021) - 2020
- [c9]Szilveszter Nádas, Balázs Varga, Illés Horváth, András Mészáros, Miklós Telek:
Bandwidth profile for multi-timescale fairness. WCNC 2020: 1-8
2010 – 2019
- 2019
- [i1]Szilveszter Nádas, Balázs Varga, Illés Horváth, András Mészáros, Miklós Telek:
Multi timescale bandwidth profile and its application for burst-aware fairness. CoRR abs/1903.08075 (2019) - 2018
- [j3]András Mészáros:
Note a Note on Disjoint Dijoins. Comb. 38(6): 1485-1488 (2018) - 2017
- [j2]András Mészáros, Miklós Telek:
Canonical representation of order 2 transient Markov and rational arrival processes. Perform. Evaluation 114: 78-96 (2017) - [c8]Illés Horváth, István Finta, Ferenc Kovács, András Mészáros, Roland Molontay, Krisztián Varga:
Markovian Queue with Garbage Collection. ASMTA 2017: 109-124 - 2016
- [c7]Alexander Mense, Sabrina Steger, Dragan Jukic-Sunaric, András Mészáros, Matthias Sulek:
Open Source Based Privacy-Proxy to Restrain Connectivity of Mobile Apps. MoMM 2016: 284-287 - 2015
- [c6]András Mészáros, Miklós Telek:
Canonical Form of Order-2 Non-stationary Markov Arrival Processes. EPEW 2015: 163-176 - 2014
- [j1]András Mészáros, János Papp, Miklós Telek:
Fitting traffic traces with discrete canonical phase type distributions and Markov arrival processes. Int. J. Appl. Math. Comput. Sci. 24(3): 453-470 (2014) - [c5]Károly Farkas, Gábor Horváth, András Mészáros, Miklós Telek:
Performance Modeling of Intelligent Car Parking Systems. EPEW 2014: 149-163 - [c4]András Mészáros, Miklós Telek:
Markov Decision Process and Linear Programming Based Control of MAP/MAP/N Queues. EPEW 2014: 179-193 - 2013
- [c3]András Mészáros, Gábor Horváth, Miklós Telek:
Representation Transformations for Finding Markovian Representations. ASMTA 2013: 277-291 - [c2]András Mészáros, Miklós Telek:
Canonical Representation of Discrete Order 2 MAP and RAP. EPEW 2013: 89-103 - 2012
- [c1]András Mészáros, Miklós Telek:
A two-phase map fitting method with APH interarrival time distribution. WSC 2012: 425:1-425:12
Coauthor Index
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