Anna Paszyńska

pokój C-2.26

stanowisko: adiunkt

e-mail: anna.paszynska@uj.edu.pl

tel.: +4812 664 45 92

zajęcia: Algorytmy i struktury danych I, II, Animacja 2D, Grafika komputerowa, Teoria języków formalnych i metody translacji

Dyżury w sesji wrześniowej:
Wtorek: 10.00-12.00
Czwartek: 12.00-13.00

 

Prace licencjackie i magisterskie:

Tematy prac licencjackich i magisterskich, zaakceptowane  przez potencjalnych opiekunów, należy zgłaszać najpóźniej do dnia 10.01.2017.

Lista tematów prac licencjackich i magisterskich znajduje się w oficjalnej  bazie Wydziału:

-prace licencjackie

-prace magisterskie

 

Praktyki:

-informacje o sposobach realizowania praktyk

-dziennik praktyk

 

Publikacje:

 A. Paszyńska, Graph-grammar greedy algorithm for reutilization of partial LU factorization over 3D tetrahedral grids, Journal of Computational Science, Available online 4 October 2016, ISSN 1877-7503

H. AbouEisha, K. Jopek, B. Medrygał, M. Moshkov, S. Nosek, A. Paszyńska, M.Paszyński, K. Pingali, Hybrid Direct and Iterative Solver with Library of Multi-criteria Optimal Orderings for h Adaptive Finite Element Method Computations, Procedia Computer Science, Volume 80, 2016, P. 865-874, ISSN 1870-050

A.Paszyńska, M. Woźniak, A. Lenharth, D. Nguyen, K. Pingali, Hypergraph Grammars in Non-stationary hp-adaptive Finite Element Method, Procedia Computer Science, Volume 80, 2016, Pages 875-886,

A. Paszyńska, M. Paszyński, K. Jopek, M. Woźniak,D. Goik, P. Gurgul , H. AbouEisha , M. Moskhov, V. Calo , A. Lenharth , D. Nguyen, K. Pingali, Quasi-Optimal Elimination Trees for 2D Grids with Singularities, SCIENTIFIC PROGRAMMING, 2015

A. Paszyńska, Ordering of Elements for the Volume & Neighbors Algorithm Constructing Elimination Treesfor 2D and 3D h-adaptive FEM
Procedia Computer Science, Volume: 51, Pages: 994–1002

A. Paszyńska, K.  Jopek ,K.  Banaś , M. Paszyński, P. Gurgul, A.  Lenharth , D. Nguyen , K. Pingali,  L. Dalacin, V. Calo, Telescopic Hybrid Fast Solver for 3D Elliptic Problems with Point Singularities, Procedia Computer Science Volume: 51, Pages: 2744–2748

P. Gurgul, M.  Paszyński , A. Paszyńska
Hypergrammar-based parallel multi-frontal solver for grids with point singularities, Computer Science, 2015

B. Barbara, A. Paszyńska,  M. Paszyński , E. Grabska,Using a graph grammar system in the finite element method, INTERNATIONAL JOURNAL OF APPLIED MATHEMATICS AND COMPUTER SCIENCE, Volume: 23 Issue: 4 Pages: 839-853

A. Szymczak , A. Paszyńska, M. Paszyński, D. Pardo, Preventing deadlock during anisotropic 2D mesh adaptation in hp-adaptive FEM, JOURNAL OF COMPUTATIONAL SCIENCE Volume: 4 Issue: 3 Special Issue: SI Pages: 170-179

G. Ślusarczyk, A. Paszyńska, Hypergraph Grammars in hp-adaptive Finite Element Method, Procedia Computer Science Volume: 18 Pages: 1545-1554

A. Szymczak, A. Paszyńska, P. Gurgul, M. Paszyński, Graph Grammar Based Direct Solver for hp-adaptive Finite Element Method with Point Singularities, Procedia Computer Science Volume: 18 Pages: 1594-1603

A. Paszyńska, M. Paszyński, Graph grammar for three dimensional multi-physics adaptive finite element method simulations, Computer Methods in Materials Science, Volume: 13 no. 1, Pages:9–15

A. Paszyńska, P. Gurgul, M. Sieniek, M. Paszyński, Linear computational cost graph grammar based direct solver for 3D adaptive finite element method simulations
International Journal of Materials, Mechanics and Manufacturing, Volume: 1 no. 3, Pages: 225–230.

A. Paszynska, M. Stożek, Application of Hierarchical Chromosome Based Genetic Algorithm to the problem of finding optimal initial three dimensional meshes for the self adaptive hp-Finite Element Method, Procedia Computer Science, vol. 4, p. 1808-1817, 2011

M. Paszyński, D. Pardo, A. Paszyńska, L. Demkowicz, Out-of-core multi-frontal solver for multi-physics hp adaptive problems, Procedia Computer Science, vol. 4,  p. 1788-1797, 2011

A. Szymczak, A. Paszyńska, M. Paszyński, D. Pardo, Anisotropic 2D mesh adaptation in hp-adaptive FEM, Procedia Computer Science, vol. 4 s. 1818–1827, 2011

A. Paszyńska, E. Grabska, M. Paszyński, A Graph Grammar Model of the hp- adaptive Three Dimensional Finite Element Method. Part I, przyjęte do Fundamenta Informaticae

A. Paszyńska, E. Grabska, M. Paszyński, A Graph Grammar Model of the hp- adaptive Three Dimensional Finite Element Method. Part II, przyjęte do Fundamenta Informaticae

A. Szymczak, A. Paszyńska, M. Paszyński, D. Pardo, Preventing deadlock during anisotropic 2D mesh adaptation in hp-adaptive FEM, przyjęte do Journal of Computational Science, Elsevier

A. Paszyńska, M. Paszyński, Parallel genetic algorithm finding optimal initial mesh for three dimensional self-adaptive hp finite element method, Computer Methods in Material Science, vol. 11, no. 1, p. 34-40, 2011.

M. Paszyński, D. Pardo, A. Paszyńska, Parallel multi-frontal solver for p adaptive finite element modeling of multi-physics computational problems, Journal of Computational Science, vol. 1, p. 48-54, 2010.

M. Paszyński, D. Pardo, A. Paszyńska, Parallel multi-frontal solver for multi-physics p adaptive problems, Proceedia Computer Science, vol. 1, issue 1, p. 1977-1986, 2010.

A. Paszyńska, M. Paszyński, Application of a Hierarchical Chromosome Based Genetic Algorithm to the Problem of Finding Optimal Initial Meshes for the Self-Adaptive Hp-FEM, Computing and Informatics, vol. 28, no. 2, p. 209-223, 2009.

A. Paszyńska, M. Paszyński, E.Grabska, Graph transformations for modeling hp-adaptive Finite Element Method with mixed triangular and rectangular elements, Lectures Notes in Computer Science, 5544, p. 875–884, 2009.

A. Paszyńska, M. Paszyński, M. Pietrzyk, B. Wierzba, Cellular Automata Multi-Component Diffusion Models, Computer Methods in Materials Science, vol. 9, no. 2, p. 221-227, 2009.

M. Paszyński, A. Paszyńska, Graph Transformations for Modeling Parallel hp-Adaptive Finite Element Method, Lectures Notes in Computer Science, 4967, p. 1313-1322, 2008.

A. Paszyńska, M. Paszyński, E. Grabska, Graph Transformations for Modeling hp-Adaptive Finite Element Method with Triangular Elements, Lectures Notes in Computer Science, 5103, p. 604-614, 2008.

A. Paszyńska, M. Paszyński, An application of hierarchical chromosome based genetic algorithm for finding optimal initial mesh for the self-adaptive hp-FEM calculations, European workshop on Intelligent Computational Methods and Applied Mathematics (ICMAM), Kraków, 2008.

A. Paszyńska, W. Palacz, Generating Realistic Environments of Architectural Projects with Hierarchical Graph Grammars, Intelligent Computing in Engineering (ICE08)  Plymouth, UK, 2008.

A. Paszyńska, M. Paszyński, An application of hierarchical chromosome based genetic algorithm to the platforms optimal shape problem, X Krajowa Konferencja Algorytmy Ewolucyjne i Optymalizacja Globalna (KAEiOG), Będlewo, 2007.

A. Paszyńska, M. Jablonski, E. Grabska, Markov chain model for tree-based genetic algorithm used in Computer Aided Design, 5th International Conference on Computer Recognition Systems (CORES),  Wrocław, 2007.

A. Paszyńska, Markov Chain Model and Poli Based Schema Model for Bentley's Genetic Algorithm, The Florida Artificial Intelligence Research Society Conference (FLAIRS), Clearwater Beach, Florida, USA, 2005.

A. Paszyńska, An Extension of Vose's Markov Chain Model for Genetic Algorithms, Genetic and Evolutionary Computation Conference (GECCO), Washington, D.C. USA, 2005.

A. Paszyńska, The convergence problems of the evolutionary algorithms applied in computer aided design, Krajowa Konferencja Komputerowe Systemy Rozpoznawania (KOSYR), Miłków, 2003.

A. Paszyńska, Adapting the hierarchical genetic algorithms to the generating of the chairs, Warsztaty Naukowe: Algorytmy Ewolucyjne i Optymalizacja Globalna (WAE), Kraków, 2002.

E. Grabska, B. Strug, A. Paszyńska, Toward the hierarchical approach in evolutionary graphical design, International Conference on Computer Vision and Graphics (ICCVG), 2002.