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2020 – today
- 2023
[c9]Agnieszka Boltuc
, Eugeniusz Zieniuk:
PIES in Multi-region Elastic Problems Including Body Forces. ICCS (2) 2023: 163-170- 2022
- [c8]Agnieszka Boltuc, Eugeniusz Zieniuk:
PIES with Trimmed Surfaces for Solving Elastoplastic Boundary Problems. ICCS (1) 2022: 125-131 - 2021
- [j4]Agnieszka Boltuc, Eugeniusz Zieniuk:
PIES for 2D elastoplastic problems with singular plastic strain fields. Comput. Math. Appl. 103: 53-64 (2021) - [j3]Agnieszka Boltuc, Eugeniusz Zieniuk:
Parametric integral equation system (PIES) for solving problems with inclusions and non-homogeneous domains using Bézier surfaces. J. Comput. Sci. 51: 101343 (2021) - [c7]Krzysztof Szerszen, Eugeniusz Zieniuk, Agnieszka Boltuc, Andrzej Kuzelewski:
Comprehensive Regularization of PIES for Problems Modeled by 2D Laplace's Equation. ICCS (1) 2021: 465-479 - [c6]Agnieszka Boltuc, Eugeniusz Zieniuk:
PIES for Viscoelastic Analysis. ICCS (1) 2021: 493-499 - 2020
- [c5]Andrzej Kuzelewski, Eugeniusz Zieniuk, Agnieszka Boltuc, Krzysztof Szerszen:
Modified Binary Tree in the Fast PIES for 2D Problems with Complex Shapes. ICCS (2) 2020: 1-14 - [c4]Agnieszka Boltuc, Eugeniusz Zieniuk, Krzysztof Szerszen, Andrzej Kuzelewski:
Bézier Surfaces for Modeling Inclusions in PIES. ICCS (2) 2020: 170-183
2010 – 2019
- 2019
- [c3]Agnieszka Boltuc, Krzysztof Szerszen:
Identification of Elastoplastic Material Properties Using PIES and PSO. SYNASC 2019: 214-221 - 2017
- [j2]Agnieszka Boltuc, Eugeniusz Zieniuk:
Approximation of the derivatives of solutions in a normalized domain for 2D solids using the PIES method. Appl. Math. Comput. 293: 138-155 (2017) - 2016
- [j1]Agnieszka Boltuc:
Elastoplastic boundary problems in PIES comparing to BEM and FEM. Comput. Math. Appl. 72(9): 2343-2363 (2016) - 2013
- [c2]Andrzej Kuzelewski, Eugeniusz Zieniuk, Agnieszka Boltuc:
Application of CUDA for Acceleration of Calculations in Boundary Value Problems Solving Using PIES. PPAM (2) 2013: 322-331
2000 – 2009
- 2009
- [c1]Eugeniusz Zieniuk, Agnieszka Boltuc:
Iterative Solution of Linear and Nonlinear Boundary Problems Using PIES. PPAM (1) 2009: 136-145 - 2007
- [p3]Eugeniusz Zieniuk, Agnieszka Boltuc, Andrzej Kuzelewski:
Algorithms of Identification of Multi-connected BoundaryGeometry and Material Parameters in Problems Described by Navier-Lame Equation Using the PIES. Advances in Information Processing and Protection 2007: 409-418 - 2006
- [p2]Eugeniusz Zieniuk, Krzysztof Szerszen, Agnieszka Boltuc:
Convergence Analysis of the Boundary Geometry Identification Obtained by Genetic Algorithms in the PIES. Biometrics, Computer Security Systems and Artificial Intelligence Applications 2006: 333-340 - 2005
- [p1]Eugeniusz Zieniuk, Krzysztof Szerszen, Agnieszka Boltuc:
Genetic algorithms applied to optimal arrangement of collocation points in 3D potential boundary-value problems. Information Processing and Security Systems 2005: 113-122
Coauthor Index
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