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Tat'yana Vitova
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2020 – today
- 2022
- [j2]Ekaterina Kirik
, Tat'yana Vitova:
Time discretization in the time-continuous pedestrian dynamics model SigmaEva. Nat. Comput. 21(3): 407-415 (2022) - [c7]Ekaterina Kirik
, Tat'yana Vitova
:
Pedestrian Movement: An Analysis of Transition Regime the Real-Life Experiment, a Comparison with a Simulation Data at an Example of the "SigmaEva" Software. ACRI 2022: 314-323 - 2020
- [c6]Ekaterina Kirik
, Tat'yana Vitova
, Andrey Malyshev
:
Time Discretization in Pedestrian Dynamics Simulations by Discrete-Continuous Model. ACRI 2020: 188-197
2010 – 2019
- 2019
- [j1]Ekaterina Kirik
, Tat'yana Vitova, Andrey Malyshev
:
Turns of different angles and discrete-continuous pedestrian dynamics model. Nat. Comput. 18(4): 875-884 (2019) - [c5]Ekaterina Kirik
, Tatýana Vitova, Andrey Malyshev
, Egor Popel
:
A Conjunction of the Discrete-Continuous Pedestrian Dynamics Model SigmaEva with Fundamental Diagrams. PPAM (2) 2019: 457-466 - 2018
- [c4]Ekaterina Kirik
, Tatýana Vitova, Andrey Malyshev
, Egor Popel
:
The Impact of Different Angle Paths on Discrete-Continuous Pedestrian Dynamics Model. ACRI 2018: 207-217 - 2016
- [c3]Ekaterina Kirik, Tat'yana Vitova:
On Formal Presentation of Update Rules, Density Estimate and Using Floor Fields in CA FF Pedestrian Dynamics Model SIgMA.CA. ACRI 2016: 435-445 - 2014
- [c2]Ekaterina Kirik, Tat'yana Vitova:
Cellular Automata Pedestrian Movement Model SIgMA.CA: Model Parameters as an Instrument to Regulate Movement Regimes. ACRI 2014: 501-507 - 2012
- [c1]Ekaterina Kirik, Tat'yana Vitova:
On Validation of the SIgMA.CA Pedestrian Dynamics Model with Bottleneck Flow. ACRI 2012: 719-727
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