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ORCIDWojciech M. Kempa
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- affiliation: Silesian University of Technology, Gliwice, Poland
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2020 – today
- 2024
[j28]Serhii Vladov
, Arkadiusz Banasik, Anatoliy Sachenko, Wojciech M. Kempa, Valerii Sokurenko, Oleksandr Muzychuk, Piotr Pikiewicz, Agnieszka Molga, Victoria Vysotska:
Intelligent Method of Identifying the Nonlinear Dynamic Model for Helicopter Turboshaft Engines. Sensors 24(19): 6488 (2024)- [j27]Wojciech M. Kempa, Iwona Paprocka:
A Discrete-Time Queueing Model of a Bottleneck with an Energy-Saving Mechanism Based on Setup and Shutdown Times. Symmetry 16(1): 63 (2024) - 2022
- [j26]Wojciech M. Kempa, Dariusz Kurzyk:
On Transient Queue-Size Distribution in a Model of WSN Node with Threshold-Type Power-Saving Algorithm. Sensors 22(23): 9285 (2022) - [j25]Wojciech M. Kempa, Iwona Paprocka:
Transient Behavior of a Queueing Model with Hyper-Exponentially Distributed Processing Times and Finite Buffer Capacity. Sensors 22(24): 9909 (2022) - [j24]Wojciech M. Kempa:
Queue-Size Distribution in a Discrete-Time Finite-Capacity Model with a Single Vacation Mechanism. Symmetry 14(11): 2350 (2022) - 2021
- [j23]Wojciech M. Kempa, Kamil Ksiazek, Rafal Marjasz:
On Time-Dependent Queue-Size Distribution in a Model With Finite Buffer Capacity and Deterministic Multiple Vacations With Applications to LTE DRX Mechanism Modeling. IEEE Access 9: 148374-148383 (2021) - [j22]Oleg M. Tikhonenko, Marcin Ziólkowski, Wojciech M. Kempa:
Queueing Systems with Random Volume Customers and a Sectorized Unlimited Memory Buffer. Int. J. Appl. Math. Comput. Sci. 31(3): 471-486 (2021) - [j21]Ireneusz Pyka, Wojciech M. Kempa, Krzysztof Wierzchowski:
Possibilities of Practical Use of Historical Distributions of Ash, Sulfur and Mercury Contents in Commercial Steam Coal of the USCB. Entropy 23(7): 900 (2021) - [j20]Wojciech M. Kempa, Rafal Marjasz:
Study on Transient Queue-Size Distribution in the Finite-Buffer Model with Batch Arrivals and Multiple Vacation Policy. Entropy 23(11): 1410 (2021) - [j19]Martyna Kobielnik, Wojciech M. Kempa:
On the Time to Buffer Overflow in a Queueing Model with a General Independent Input Stream and Power-Saving Mechanism Based on Working Vacations. Sensors 21(16): 5507 (2021) - 2020
- [j18]Wojciech M. Kempa, Rafal Marjasz:
Distribution of the time to buffer overflow in the M/G/1/N-type queueing model with batch arrivals and multiple vacation policy. J. Oper. Res. Soc. 71(3): 447-455 (2020) - [j17]Wojciech M. Kempa:
On Time-to-Buffer Overflow Distribution in a single-Machine discrete-Time System with finite Capacity. Math. Model. Anal. 25(2): 289-302 (2020) - [j16]Wojciech M. Kempa, Kamil Ksiazek:
On transient queue-size distribution in a finite-buffer model with threshold waking and early setup policy. Perform. Evaluation 140-141: 102107 (2020) - [j15]Wojciech M. Kempa:
Probabilistic Analysis of a Buffer Overflow Duration in Data Transmission in Wireless Sensor Networks. Sensors 20(20): 5772 (2020) - [j14]Iwona Paprocka, Wojciech M. Kempa, Grzegorz Cwikla:
Predictive Maintenance Scheduling with Failure Rate Described by Truncated Normal Distribution. Sensors 20(23): 6787 (2020)
2010 – 2019
- 2019
- [j13]Dominik Spinczyk, Michal Mackowski, Wojciech M. Kempa, Katarzyna Rojewska:
Factors influencing the process of learning mathematics among visually impaired and blind people. Comput. Biol. Medicine 104: 1-9 (2019) - [j12]Wojciech M. Kempa:
Analytical Model of a Wireless Sensor Network (WSN) Node Operation with a Modified Threshold-Type Energy Saving Mechanism. Sensors 19(14): 3114 (2019) - 2018
- [c29]Wojciech M. Kempa, Martyna Kobielnik:
Time to Buffer Overflow in a Queueing Model with Working Vacation Policy. CN 2018: 219-231 - [c28]Wojciech M. Kempa, Rafal Marjasz:
Transient Queueing Delay in a Finite-Buffer Batch-Arrival Model with Constant Repeated Vacations. CN 2018: 311-320 - [c27]Wojciech M. Kempa:
Time to Start a Crowded Period in a Finite-Buffer Queue with Poisson Input Flow and General Processing Times. FDM 2018: 329-336 - 2017
- [j11]Wojciech M. Kempa:
A comprehensive study on the queue-size distribution in a finite-buffer system with a general independent input flow. Perform. Evaluation 108: 1-15 (2017) - [c26]Oleg M. Tikhonenko, Wojciech M. Kempa:
Erlang Service System with Limited Memory Space Under Control of AQM Mechanizm. CN 2017: 366-379 - [c25]Wojciech M. Kempa:
Buffer Overflow Duration in a Model of WSN Node with Power Saving Mechanism Based on SV Policy. ICIST 2017: 385-394 - [c24]Wojciech M. Kempa, Rafal Marjasz:
Departure Counting Process in a Wireless Network Node with Sleep Mode Modelled via Repeated Vacations. ICIST 2017: 395-407 - [c23]Wojciech M. Kempa:
On Loss Process in a Queueing System Operating Under Single Vacation Policy. ISAT (2) 2017: 210-218 - [c22]Wojciech M. Kempa:
Queueing Delay in a Finite-Buffer Model with Failures and Bernoulli Feedback. ISAT (2) 2017: 229-238 - [c21]Wojciech M. Kempa:
On buffer overflow duration in WSN with a vacation-type power saving mechanism. IWSSIP 2017: 1-5 - 2016
- [j10]Oleg M. Tikhonenko, Wojciech M. Kempa:
Performance evaluation of an M/G/n-type queue with bounded capacity and packet dropping. Int. J. Appl. Math. Comput. Sci. 26(4): 841-854 (2016) - [j9]Wojciech M. Kempa:
Transient workload distribution in the M/G/1 finite-buffer queue with single and multiple vacations. Ann. Oper. Res. 239(2): 381-400 (2016) - [c20]Wojciech M. Kempa, Dariusz Kurzyk:
Time-Dependent Queue-Size Distribution in a Finite-Buffer Model with Server Setup Times. FedCSIS 2016: 1015-1019 - [c19]Wojciech M. Kempa, Marcin Wozniak, Robert K. Nowicki, Marcin Gabryel, Robertas Damasevicius:
Transient Solution for Queueing Delay Distribution in the GI/M/1/K-type Mode with "Queued" Waking up and Balking. ICAISC (2) 2016: 340-351 - [c18]Wojciech M. Kempa, Martyna Kobielnik:
Transient Solution for Queue-Size Distribution in a Certain Finite-Buffer Model with Server Working Vacations. ICIST 2016: 426-440 - [c17]Wojciech M. Kempa, Iwona Paprocka, Krzysztof Kalinowski, Cezary Grabowik, Damian Krenczyk:
Study on Transient Queueing Delay in a Single-Channel Queueing Model with Setup and Closedown Times. ICIST 2016: 464-475 - [c16]Wojciech M. Kempa, Dariusz Kurzyk:
Transient Processing Analysis in a Finite-Buffer Queueing Model with Setup Times. ISAT (2) 2016: 163-175 - [c15]Wojciech M. Kempa, Iwona Paprocka:
Time to Buffer Overflow in a Finite-Capacity Queueing Model with Setup and Closedown Times. ISAT (3) 2016: 215-224 - [c14]Iwona Paprocka, Wojciech M. Kempa:
Searching for a Method of Basic Schedules Generation Which Influences Over the Performance of Predictive and Reactive Schedules. ISAT (4) 2016: 233-242 - [c13]Wojciech M. Kempa, Dariusz Kurzyk:
Analysis of Transient Virtual Delay in a Finite-Buffer Queueing Model with Generally Distributed Setup Times. ISCIS 2016: 175-184 - 2015
- [j8]Oleg M. Tikhonenko, Wojciech M. Kempa:
Queueing system with processor sharing and limited memory under control of the AQM Mechanism. Autom. Remote. Control. 76(10): 1784-1796 (2015) - [c12]Wojciech M. Kempa:
Study on time-dependent departure process in a finite-buffer queueing model with BMAP-type input stream. CYBCONF 2015: 245-250 - [c11]Wojciech M. Kempa, Dariusz Kurzyk:
Transient departure process in M/G/1/K-type queue with threshold server's waking up. SoftCOM 2015: 32-36 - [c10]Wojciech M. Kempa:
Time-dependent analysis of transmission process in a wireless sensor network with energy saving mechanism based on threshold waking up. SPAWC 2015: 26-30 - 2014
- [j7]Marcin Wozniak, Wojciech M. Kempa, Marcin Gabryel, Robert K. Nowicki:
A finite-buffer queue with a single vacation policy: An analytical study with evolutionary positioning. Int. J. Appl. Math. Comput. Sci. 24(4): 887-900 (2014) - [j6]Wojciech M. Kempa:
On transient queue-size distribution in the batch-arrivals system with a single vacation policy. Kybernetika 50(1): 126-141 (2014) - [c9]Wojciech M. Kempa:
Time-Dependent Behavior of Queueing Delay in GI/M/1/K-type Model with N-policy: Analytical Study with Applications to WSNs. ASMTA 2014: 110-124 - [c8]Marcin Wozniak, Wojciech M. Kempa, Marcin Gabryel, Robert K. Nowicki, Zhifei Shao:
On Applying Evolutionary Computation Methods to Optimization of Vacation Cycle Costs in Finite-Buffer Queue. ICAISC (1) 2014: 480-491 - [c7]Wojciech M. Kempa:
On queueing delay in WSN with energy saving mechanism based on queued wake up. IWSSIP 2014: 187-190 - 2013
- [j5]Oleg M. Tikhonenko, Wojciech M. Kempa:
On the queue-size distribution in the multi-server system with bounded capacity and packet dropping. Kybernetika 49(6): 855-867 (2013) - [c6]Wojciech M. Kempa:
Output Process in Batch-Arrival Queue with N-Policy and Multiple Vacations. ASMTA 2013: 247-261 - [c5]Marcin Gabryel, Robert K. Nowicki, Marcin Wozniak, Wojciech M. Kempa:
Genetic Cost Optimization of the GI/M/1/N Finite-Buffer Queue with a Single Vacation Policy. ICAISC (2) 2013: 12-23 - 2012
- [c4]Wojciech M. Kempa:
The Virtual Waiting Time in a Finite-Buffer Queue with a Single Vacation Policy. ASMTA 2012: 47-60 - [c3]Wojciech M. Kempa:
On the distribution of the time to buffer overflow in a queueing system with a general-type input stream. TSP 2012: 207-211 - 2011
- [j4]Wojciech M. Kempa:
On main characteristics of the M/M/1/N queue with single and batch arrivals and the queue size controlled by AQM algorithms. Kybernetika 47(6): 930-943 (2011) - [c2]Wojciech M. Kempa:
Departure Process in Finite-Buffer Queue with Batch Arrivals. ASMTA 2011: 1-13 - [c1]Oleg M. Tikhonenko, Wojciech M. Kempa:
The Generalization of AQM Algorithms for Queueing Systems with Bounded Capacity. PPAM (2) 2011: 242-251 - 2010
- [j3]Wojciech M. Kempa:
On departure process in the batch arrival queue with single vacation and setup time. Ann. UMCS Informatica 10(1): 93-102 (2010)
2000 – 2009
- 2009
- [j2]Wojciech M. Kempa:
GI / G /1/∞ batch arrival queueing system with a single exponential vacation. Math. Methods Oper. Res. 69(1): 81-97 (2009) - 2003
- [j1]M. S. Bratiychuk, Wojciech M. Kempa:
Application of the Superposition of Renewal Processes to the Study of Batch Arrival Queues. Queueing Syst. Theory Appl. 44(1): 51-67 (2003)
Coauthor Index
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