Malgorzata Peszynska


  • My Google Scholar profile should be generally up to date.
    (Sorry, I am unable to maintain other profiles on r-e-s-e-a-r-c-h g*a*t*e or a'c'a'd'e'm'i'a'dot'e'd'u etc.)
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  • Publications are listed in reverse chronological order. (Editorial and Reports follow last).
  • If there is no link, you can request a hardcopy offprint from me by email.
  • I refer to the publication numbers (e.g., #68) in various parts of this website. My CV has a different layout.

Articles in journals, book chapters, and conference proceedings, & theses

  1. M. Peszynska, Z. Hilliard, N. Vohra, ``Coupled flow and energy models with phase change in permafrost from pore- to Darcy scale: modeling and approximation'', accepted to JCAM, 2024. link.
  2. Z. Hilliard, T. Matthew Evans, M. Peszynska, ``Modeling flow and deformation in porous media from pore-scale to the Darcy-scale'', RINAM, Volume 22, May 2024, 100448,
  3. N. Vohra, M. Peszynska, "Iteratively Coupled Mixed Finite Element Solver for Thermo-hydro-mechanical Modeling of Permafrost Thaw", RINAM, Volume 22, May 2024, 100439.
  4. N. Vohra, M. Peszynska, "Robust conservative scheme and nonlinear solver for phase transitions in heterogeneous permafrost", JCAM (442), pp 115719, 2024, issn 0377-0427, ( Author-accepted manuscript.
  5. A. Alhammali, M. Peszynska, C. Shin, "Numerical analysis of a mixed finite element approximation of a coupled system modeling biofilm growth in porous media with simulations", IJNAM, volume 21, issue 1, (2024), pp. 20-64; DOI: 10.4208/ijnam2024-1002.
  6. M. Peszynska, N. Vohra, L. Bigler, "Upscaling an extended heterogeneous Stefan problem from the pore-scale to the Darcy scale in permafrost", SIAM Multiscale Modeling and Simulation, Vol. 22, No 1, p. 436-475, 2024,
  7. N. Vohra, M. Peszynska, "Modeling Permafrost: Soil, Ice, and Some Really Hard Mathematics" , SIAM News online. SIAM News blog, July 31, 2023.
  8. M. Peszynska, T. Fara, M. Phelps, N. Zhang, "Mixed dimensional modeling with overlapping continua on Cartesian grids for complex applications" ; Finite Volumes for Complex Applications X—Volume 1, Elliptic and Parabolic Problems, Springer, 2023, p129-145,
  9. Lisa Bigler, Malgorzata Peszynska, Naren Vohra, Heterogeneous Stefan problem and permafrost models with P0-P0 finite elements and fully implicit monolithic solver; Electronic Research Archive, 2022, Volume 30, Issue 4, pp1477-1531. doi: 10.3934/era.2022078 (Special issue on "Computational modeling and numerical analysis of complex interfacial problems").
  10. M. Peszynska, C. Shin, Stability of a numerical scheme for methane transport in hydrate zone under equilibrium and non-equilibrium conditions, Computational Geosciences, 25 (5), 2021, 1855-1886; link. DOI
  11. Arxiv link to preprint (44 pages).

  12. C. Shin, A. Alhammali, L. Bigler, N. Vohra, M. Peszynska, Coupled flow and biomass-nutrient growth at pore-scale with permeable biofilm, adaptive singularity and multiple species, Mathematical Biosciences and Engineering, 2021, 18(3): 2097-2149. doi: 10.3934/mbe.2021108
  13. M. Peszynska, J. Umhoefer, C. Shin, Reduced Model for Properties of Multiscale Porous Media with Changing Geometry, Computation (2021), 9(3), 28, (44 pages).
  14. M. Peszynska, R.E. Showalter, Approximation of Hysteresis Functional, Journal of Computational and Applied Mathematics, Volume 381, February, 2021.
    Arxiv link to preprint.
  15. M. Peszynska, R.E. Showalter, Approximation of Scalar Conservation Law with Hysteresis, SIAM Journal Numerical Analysis, Vol. 58, No. 2, 2020, pp. 962-987,
  16. A. Alhammali, M. Peszynska, Numerical Analysis of a Parabolic Variational Inequality System Modeling Biofilm Growth at the Porescale, Numerical Methods for PDEs, Volume 36, Issue 5, 2020, pp 941-971. DOI:10.1002/num.22458.
    Arxiv link to preprint
  17. T. Costa, K. Kennedy, M. Peszynska, Hybrid three-scale model for evolving pore-scale geometries, Computational Geosciences, (2018) Volume 22: p. 925-950. 2018. online version. Also, this online text version.

  18. M. Peszynska, Never Heard of Methane Hydrate? That Might be Good News, SIAM News, January 2018.
  19. Wei-Li Hong, M. Peszynska, Geochemical Aspects. Numerical modeling of gas hydrate dynamics in nature marine sediments: Case studies from Hydrate Ridge, Cascadia Margin and Ulleung Basin, in Gas Hydrates: from Characterization and Modeling to Applications; Chapter 11, edited by Daniel Broseta, Livio Ruffine, Arnaud Desmedt, April 2018, Wiley.
  20. F.P. Medina, M. Peszynska, Stability for implicit-explicit schemes for non-equilibrium kinetic systems in weighted spaces with symmetrization, Journal of Computational and Applied Mathematics, Volume 328, 15 January 2018, Pages 216-231; doi 10.1016/
    Arxiv link to preprint
  21. M. Ossiander, M. Peszynska, L. Madsen, A. Mur, W. Harbert, Estimation and simulation for geospatial porosity and permeability data, Environmental and Ecological Statistics. Volume 24, Issue 1 (2017), Page 109 doi:10.1007/s10651-016-0362-y. See also this link

  22. F.P. Medina, M. Peszynska, "Hybrid modeling and analysis of multicomponent adsorption with applications to coalbed methane", Porous Media: Theory, Properties, and Applications, Nova Science Publishers, Editor: Doris Wolfe. Chapter 1, pages 1-52, 2016, ISBN 978-1-63485-474-0
    Link to Open Access to this article. Another link or this PDF.

  23. M. Peszynska, W.-L. Hong, M. Torres, J.-H. Kim, "Methane hydrate formation in Ulleung Basin under conditions of variable salinity. Reduced model and experiments", Transport in Porous Media, 114 (1), 2016, pages 1-27, DOI 10.1007/s11242-016-0706-y
    PDF, author copy.

  24. M. Peszynska, F.P. Medina, W.-L. Hong, M. Torres, "Reduced numerical model for methane hydrate formation under conditions of variable salinity. Time-stepping variants and sensitivity". Computation (Special Issue on Advances in Flow and Transport in Porous Media), Volume 4, Issue 1, pp 1-19, 2016. doi:10.3390/computation4010001
    PDF version.

  25. A. Trykozko, M. Peszynska, M. Dohnalik "Modeling non-Darcy flows in realistic porescale proppant geometries", Computers and Geotechnics, Vol. 71, January 2016, pp 352-360.
    Author Accepted Manuscript

  26. M. Peszynska, A. Trykozko, G. Iltis, S. Schlueter, D. Wildenschild, "Biofilm growth in porous media: experiments, computational modeling at the porescale, and upscaling", Advances in Water Resources, Volume 95 (2016), pages 288-301,
    link to the paper or through this link
    Arxiv link

  27. T. Costa, D. Foster, M. Peszynska, "Progress in modeling of semiconductor structures with heterojunctions" , J. Coupled Syst. Multiscale Dyn., Vol. 3, Issue 1, 2015, pp 2330-152X/2015/001/021, doi:10.1166/jcsmd.2015.1066

  28. M. Peszynska, R. Showalter, J. Webster, Advection of Methane in the Hydrate Zone: Model, Analysis, and Examples, Mathematical Methods in Applied Sciences, Volume 38, pp 4613-4629, 2015, DOI: 10.1002/mma.3401
    Arxiv link

  29. M. Peszynska, R. Showalter, S.-Y Yi, Flow and transport when scales are not separated: Numerical analysis and simulations of micro- and macro-models, International Journal of Numerical Analysis and Modeling, Volume 12, Number 3, 2015, pp 476-515. ISSN 1705-5105.
    Author Accepted Manuscript

  30. M. Peszynska, R. Showalter, A. Trykozko, Modeling, analysis, and simulation of processes in evolving porous media in applications to methane hydrate and biofilm modeling, Oberwolfach Workshop on Reactive Flows in Deformable, Complex Media, September 21-26, 2014, Eds. Margot Gerritsen, Jan Martin Nordbotten, Iuliu Sorin Pop, and Barbara Wohlmuth, Report No. 43/2014, p.19-20, DOI: 10.4171/OWR/2014/43

  31. M. Peszynska, Modeling and Problem Solving: Curriculum and Program Development, The Interdisciplinary Contest in Modeling: Culturing Interdisciplinary Problem Solving, COMAP, Chris Arney and Paul Campbell, Eds., 2014, pp 177-192. ISBN 978–1–933223–52–9

  32. M. Ossiander, M. Peszynska, V. Vasylkivska, Conditional Stochastic Simulations of Flow and Transport with Karhunen-Loeve Expansions, Stochastic Collocation, and Sequential Gaussian Simulation Journal of Applied Mathematics, Volume 2014, Article ID 652594, 21 pages.

  33. T. Costa, D. Foster, M. Peszynska, "Domain Decomposition for Heterojunction Problems in Semiconductors", VECPAR 2014, High Performance Computing for Computational Science - VECPAR 2014, 11th International Conference, Eugene, OR June 30-July 3, 2014. Lecture Notes in Computer Science, Volume 8969, Springer, 92-101.
    Arxiv link

  34. Y. Zhang, M. Peszynska, S. Yim, Coupling of viscous and potential flow models with free surface for near and far field wave propagation, International Journal of Numerical Analysis & Modeling, Series B, Volume 4, Number 3, pp 256-282, 2013.

  35. N. Gibson, P. Medina, M. Peszynska, R. Showalter, Evolution of phase transitions in methane hydrate, J. Math. Anal. Appl. Volume 409, Issue 2 (2014), pp 816-833, doi=10.1016/j.jmaa.2013.07.023.
    Author Accepted Manuscript

  36. D. Foster, T. Costa, M. Peszynska, G. Schneider, Multiscale modeling of solar cells with interface phenomena, J. Coupled Syst. Multiscale Dyn., Volume 1, Issue 2, pp 179-204, 2013, doi:10.1166/jcsmd.2013.1013
    Arxiv link

  37. A. Trykozko, M. Peszynska, Pore-Scale Simulations of Pore Clogging and Upscaling With Large Velocities, GAKUTO International Series, Mathematical Sciences and Applications, Vol. 36 (2013), 277-300. ISSN 1343-4373

  38. M. Peszynska, Numerical scheme for a conservation law with memory, Numerical Methods for PDEs, Volume 30, Issue 1, pages 239-264, January 2014. DOI=10.1002/num.21806&ArticleID=1159335
    Author manuscript

  39. M. Peszynska, A. Trykozko, Pore-to-Core Simulations of Flow with Large Velocities Using Continuum Models and Imaging Data, Computational Geosciences, Volume 17, Issue 4 (2013), Page 623-645, DOI: 10.1007/s10596-013-9344-4.
    See manuscript.

  40. M. Peszynska, Methane in subsurface: mathematical modeling and computational challenges, IMA Volumes in Mathematics and its Applications 156, Computational Challenges in the Geosciences, edited by Clint Dawson and Margot Gerritsen, Springer, ISBN 978-1-4614-7433-3, 2013.

  41. V. Klein, M. Peszynska, Adaptive double-diffusion model and comparison to a highly heterogenous micro-model, Journal of Applied Mathematics, vol. 2012, Article ID 938727, 26 pages, 2012, doi:10.1155/2012/938727

  42. M. Peszynska, A. Trykozko, Convergence and Stability in Upscaling of Flow with Inertia from Porescale to Mesoscale, International Journal for Multiscale Computational Engineering, Vol. 9, No 2, 2011, pp 215-229,
    DOI: 10.1615/IntJMultCompEng.v9.i2.60.
    See manuscript

  43. M. Peszynska, Habilitation Dissertation (extended abstract): Analysis of mathematical and computational models for flow and transport processes (in Polish), Warsaw University of Technology, 2011, 11 pages

  44. V. Klein, M. Peszynska, Robust a-posteriori estimators for multilevel discretizations of reaction-diffusion systems, International Journal of Numerical Analysis and Modeling, Vol. 8, No.1, pp 1-27, 2011

  45. M. Peszynska, A. Trykozko, W. Sobieski, Forchheimer law in computational and experimental studies of flow through porous media at porescale and mesoscale, Current Advances in Nonlinear Analysis and Related Topics, GAKUTO Internat. Ser. Math. Sci. Appl., Vol. 32 (2010), pp. 463-482. ISSN 1343-4373
    See manuscript.

  46. M. Peszynska, M. Torres, A. Trehu, Adaptive modeling of methane hydrates , International Conference on Computational Science, ICCS 2010 Procedia Computer Science Vol. 1 (2010), pp 709-717. Available online via and
    see manuscript

  47. M. Peszynska, A. Trykozko, and K. Kennedy, Sensitivity to anisotropy in non-Darcy flow model from porescale through mesoscale. Paper #46 in Proceedings of CMWR XVIII in Barcelona, June 21-24, 2010 available online at Also, author version.

  48. V. Klein, M. Peszynska, Adaptive multi-level modeling of coupled multiscale phenomena with applications to methane evolution in subsurface. Paper #47 in Proceedings of CMWR XVIII in Barcelona, June 21-24, 2010, available online at Also, author version.

  49. S.-Y. Yi, M. Peszynska, R.E. Showalter, Numerical upscaled model of transport with non-separated scales. Paper #188 in Proceedings of CMWR XVIII in Barcelona, June 21-24, 2010 available online at Also, author version.

  50. M. Peszynska, A. Trykozko, K. Augustson, Computational upscaling of inertia effects from porescale to mesoscale, ICCS 2009 Proceedings, Eds.: G. Allen, J. Nabrzyski, E. Seidel, D. van Albada, J. Dongarra, and P. Sloot, LNCS 5544, Part I, pp. 695-704. Springer-Verlag, Berlin-Heidelberg, 2009.

  51. M. Peszynska, R.E. Showalter, S.-Y.Yi, Homogenization of a pseudoparabolic system, Applicable Analysis, Vol. 88, No.9, September 2009, 1265-1282. DOI: 10.1090/00036810903277077

  52. C. Garibotti and M. Peszynska, Upscaling Non-Darcy Flow, Transport in Porous Media, published online March 13, 2009. DOI 10.1007/s11242-009-9369-2. Volume 80, Issue 3 (2009), pp. 401-430.
    See the manuscript.

  53. M. Peszynska and S.-Y. Yi, Numerical methods for unsaturated flow with dynamic capillary pressure in heterogeneous porous media , International Journal of Numerical Analysis and Modeling, Vol. 5 (2008), Supp, pp. 126-149.

  54. M. Peszynska, R.E. Showalter, Multiscale elliptic-parabolic systems for flow and transport, Electron. J. Diff. Eqns., Vol. 2007(2007), No. 147, pp. 1-30.

  55. M. Peszynska, The total compressibility condition and resolution of local nonlinearities in an implicit black-oil model with capillary effects, Transport in Porous Media, ({63}), Number 1, April 2006, pp 201 - 222
    See manuscript.

  56. M. Peszynska, Mortar adaptivity in mixed methods for flow in porous media, International Journal of Numerical Analysis and Modeling (2), No 3, 2005, pp 241-282.

  57. Tahsin Kurc, Umit Catalyurek, Xi Zhang, Joel Saltz, Ryan Martino, Mary Wheeler, Malgorzata Peszynska, Alan Sussman, Christian Hansen, Mrinal Sen, Roustam Seifoullaev, Paul Stoffa, Carlos Torres-Verdin, Manish Parashar, A Simulation and Data Analysis System for Large Scale, Data-Driven Oil Reservoir Simulation Studies, Concurrency and Computation: Practice and Experience (17), 2005, pp 1441-1467.

  58. V. Bhat, V Matossian, M. Parashar, M. Peszynska, M. Sen, P. Stoffa and M. F. Wheeler, Autonomic Oil Reservoir Optimization on the Grid, Concurrency and Computation: Practice and Experience (17), 2005, pp 1-26.

  59. S. Minkoff, C. M. Stone, S. Bryant, M. Peszynska, Coupled Geomechanics and Flow Simulation for Time-Lapse Seismic Modeling, Geophysics (69), No 1, 2004. pp 200-211.

  60. J. Saltz, U. Catalyurek, T. Kurc, M. Gray, S. Hastings, S. Langella, S. Narayanan, R. Martino, S. Bryant, M. Peszynska, M. Wheeler, A. Sussman, M. Beynon, C. Hansen, D. Stredney, and D. Sessana, Driving Scientific Applications by Data in Distributed Environments, Proceedings of International Conference on Computational Science (ICCS 2003) Part IV, Melbourne, Australia (June 2-4, 2003). Lecture Notes in Computer Science, Vol. 2660, pp. 355-364, 2003.

  61. M. Peszynska, Multiphysics Coupling of Three-Phase and Two-Phase Models of Flow in Porous Media, in Analysis and Simulation of Multifield Problems, Eds: Wolfgang Wendland, Messoud Efendiev, Lecture Notes in Applied abd Computational Mechanics 12, Springer-Verlag, 2003.

  62. S. Minkoff, C. M. Stone, S. Bryant, M. Peszynska, M. F. Wheeler, Coupled Fluid Flow and Geomechanical Deformation Modeling, Journal of Petroleum Science and Engineering (2003), vol 38/1-2, pp 37 - 56.

  63. M.F. Wheeler, M. Peszynska, Computational Engineering and Science Methodologies for Modeling and Simulation of Subsurface Applications, Advances in Water Resources, 25 (8-12): 1147-1173, Aug-Dec 2002

  64. M. Peszynska, E.W. Jenkins, M.F. Wheeler, Boundary conditions for fully implicit two-phase flow model, Recent Advances in Numerical Methods for Partial Differential Equations and Applications, Xiaobing Feng and Tim P. Schulze, eds., Contemporary Mathematics Series (306), 2002, pp 85-106, American Mathematical Society.

  65. M. Peszynska, Advanced Techniques and Algorithms for Reservoir Simulation, III: Multiphysics coupling for two phase flow in degenerate conditions, IMA Volumes in Mathematics and its Applications, Volume 131: Resource Recovery, Confinement, and Remediation of Environmental Hazards, Eds.: J. Chadam, A. Cunningham, R.E. Ewing, P. Ortoleva, and M.F. Wheeler, pp 21-40, Springer-Verlag, 2002.

  66. M. Peszynska, S. Sun, Reactive transport model coupled to multiphase flow models, Computational Methods in Water Resources, S. M. Hassanizadeh, R.J. Schotting, W.G. Gray, and G.F. Pinder, Eds., Elsevier, 2002, pp. 923-930.

  67. M. F. Wheeler, M. Peszynska, B. Riviere, Computational Science Issues in Modeling Oil and Gas Production, Proceedings of the 8th European Conference on the Mathematics of Oil Recovery-ECMOR VIII, (8p) EAGE, 2002. DOI 10.3997/2214-4609.201405953

  68. Q. Lu, M. Peszynska, M. F. Wheeler, A Parallel Multi-Block Black-Oil Model in Multi-Model Implementation, SPE Journal 7(3), pp. 278-287, September 2002, SPE 79535. (TICAM Report 01-34),

  69. M. Peszynska, M. F. Wheeler, I. Yotov, Mortar upscaling for multiphase flow in porous media, Comp. Geosciences (6), pp. 73-100, 2002.

  70. M. Peszynska, Q. Lu, M. F. Wheeler, Coupling different numerical algorithms for two-phase fluid flow, The Mathematics of Finite Elements and Applications X, MAFELAP X, J.R. Whiteman, Ed., Elsevier, 2000, pp. 205-214, August 1999.

  71. M.F. Wheeler, M. Peszynska, X. Gai, O. El-Domeiri, Modeling Subsurface Flow on PC Cluster, High Performance Computing 2000, A. Tentner, Ed., SCS, pp. 318-323.

  72. M. Peszynska, Q. Lu, M. F. Wheeler, Multiphysics Coupling of Codes, Computational Methods in Water Resources, L.R. Bentley, J.F. Sykes, C.A. Brebbia, W.G. Gray, and G.F. Pinder, Eds., A.A. Balkema, 2000, pp. 175-182.

  73. Q. Lu, M. Peszynska, M.F. Wheeler, A Parallel Multi-Block Black-Oil Model in Multi-Model Implementation, (TICAM Report 01-34), SPE 66359, SPE Reservoir Simulation Symposium, Houston, TX, Feb. 11-14, 2001, revised and published in SPEJ later.

  74. M. F. Wheeler, J. A. Wheeler, M. Peszynska, A Distributed Computing Portal for Coupling Multi-Physics and Multiple Domains in Porous Media, Computational Methods in Water Resources, L.R. Bentley, J.F. Sykes, C.A. Brebbia, W.G. Gray, and G.F. Pinder, Eds., A.A. Balkema, 2000, pp. 167-174.

  75. M. Wheeler, T. Arbogast, S. Bryant, J. Eaton, Q. Lu, M. Peszynska, I. Yotov, A Parallel Multiblock/Multidomain Approach for Reservoir Simulation, SPE 51884, 15th SPE Reservoir Simulation Symposium, Houston, TX, Feb. 14-17, 1999.

  76. S. Minkoff, C. Stone, J. Arguello, S. Bryant, J. Eaton, M. Peszynska, and M. Wheeler. Coupled Geomechanics and Flow Simulation for Time-Lapse Seismic Modeling. In: Expanded Abstracts. Soc. Expl. Geophys., 1999, pp. 1667-1670. doi: 10.1190/1.1820852.

  77. S.E. Minkoff, C.M. Stone, J.G. Arguello, S. Bryant, J. Eaton, M. Peszynska, M.F. Wheeler, Staggered in Time Coupling of Reservoir Flow Simulation and Geomechanical Deformation: Step 1 - One-Way Coupling, SPE 51920, 15th SPE Reservoir Simulation Symposium, Houston, TX, Feb. 14-17, 1999.

  78. M. Peszynska, A Differential Model of Adsorption Hysteresis with Applications to Chromatography, III Coloquio sobre Ecuaciones Diferenciales Y Aplicaciones, May 1997, Vol. II, Angel Domingo Rueda, Jorge Guinez, eds., 1998 Universidad del Zulia.

  79. M. Peszynska, R. E. Showalter, A Transport Model with Adsorption Hysteresis, Differential and Integral Equations, 11 (1998), no.2, 327-340.

  80. J. Douglas, Jr., M. Peszynska, R. E. Showalter, Single phase flow in partially fissured media, Transport in Porous Media 28, pp. 285-306, 1997.

  81. M. Peszynska, Memory effects and microscale, Proceedings of IFIP Conference Modelling and Optimization of Distributed Parameter Systems with Application in Engineering, Warsaw, July 17-21, 1995, K. Malanowski, Z. Nahorski, M. Peszynska (Eds.), Chapman & Hall, 1996.

  82. M. Peszynska, Finite element approximation of diffusion equations with convolution terms, Math. Comp. 65 (1996), no. 215, pp 1019-1037.

  83. M. Peszynska, On a model for nonisothermal flow in fissured media, Differential and Integral Equations 8 (1995), no. 6, pp. 497-516.

  84. M. Peszynska, Analysis of an integrodifferential equation arising from modelling of flows with fading memory through fissured media, J. Partial Diff. Eqs. 8 (1995), pp. 159-173.

  85. M. Peszynska, Finite element approximation of a model of nonisothermal flow through fissured media, in "Finite Element Methods", M. Krizek, P. Neittaanmaki, R. Stenberg (Eds), Lecture Notes in Pure and Applied Mathematics 164 (1994), pp. 357-366, Marcel Dekker.

  86. M. Peszynska, Fluid flow through fissured media. Mathematical analysis and numerical approach, Ph.D. Thesis, University of Augsburg, 1992, Augsburg, Germany.


  1. Malgorzata Peszynska, Iuliu Sorin Pop, Barbara Wohlmuth, Zohar Yosibash (Editors), Multiscale Coupled Models for Complex Media: From Analysis to Simulation in Geophysics and Medicine. Oberwolfach Rep. 19 (2022), no. 1, pp. 171–229 DOI 10.4171/OWR/2022/4

  2. White Paper from Forward Looking Workshop on Mathematical Geosciences November 13, 2011, Frank Giraldo, Michel Kern, Malgorzata Peszynska, Ivan Yotov (Eds.)

  3. Preface to Special Issue, International Journal of Numerical Analysis and Modeling, Vol. 5 (2008), Supp, M. Peszynska, R.E. Showalter, A. Spagnuolo, N. Walkington (Eds.)

  4. Special Issue: High Performance Computing in Geosciences, M. Peszynska, M.F. Wheeler, Concurrency Computat.: Pract. Exper. 2005; volume 17, pp 363-364, doi:10.1002/cpe.896

  5. Modelling and optimization of distributed parameter systems. Papers from the IFIP WG 7.2 Conference held in Warsaw, July 17--21, 1995. Eds: K. Malanowski, Z. Nahorski, M. Peszynska, Chapman & Hall, New York, 1996, 387 pages

Reports and technical reports:

  1. Contributor to Report of the SIAM Convening on Climate Science, Sustainability, and Clean Energy; October 10-12, 2022 Tysons, Virginia.
  2. L. Madsen, M. Ossiander, M. Peszynska, A. Goodman, G. Bromhal, W. Harbert, Risk reduction of CO2 storage with stochastic simulations, (Preliminary report, DOE-NETL Task 22), November 2014
  3. Cumulative Evaluation of Spatial Risk \& Uncertainty in Support of CO2 Storage Evaluation, L. Madsen, J. Nelson, M. Ossiander, M. Peszynska, J. Bauer, J. Mbuthia, K. Rose, (Preliminary report, DOE-NETL Task 21), November 2014

  4. Circe Verba, Andrew Thurber, Yvan Alleau, Dipankar Koley, Malgorzata Peszynska, Frederick Colwell, Marta Torres, Feasibility of Biogeochemical Sealing of Wellbore Cements: Lab and Simulation tests, (NETL-PUB-20070, DOE-NETL), August 2015.

  5. M. Peszynska, A. Doud, and M. F. Wheeler, Stochastic reservoir simulations with GSLIB and two-phase and black-oil models under IPARS, TICAM Report 03-30, 2003.

  6. Q. Lu, M. Peszynska and Gai Xiuli, Implicit Black-oil Model in IPARS Framework, TICAM Report 01-33, 2001.

  7. M. Peszynska, S. Sun, Multiphase Reactive Transport Module TRCHEM in IPARS, TICAM Report 01-32, 2001.

  8. M. Peszynska, S. Bryant, S. Sun, T. LaForce, S. Snider, Modeling of Couplex1 case with IPARS TRCHEM module, TICAM Report 01-31, 2001.

  9. M. Peszynska, The numerical implementation of SAM (Schwarz Additive Method) for discrete parabolic problems, University of Warsaw, Research Report R.R.I.14, II.5.2, Warsaw 1990.

  10. M. Niezgodka, A. Sieminska--Lewandowska, B. Przygodzka, P. Kowalski, M. Peszynska, and A. Trykozko, A study of artificial freezing ground techniques for the needs of underground construction in Warsaw, (in Polish), Systems Research Institute, Polish Academy of Sciences, Warsaw, April 1990.

  11. M. Peszynska, The domain decomposition module for parallel realization of the algorithm for boundary value problems solving, (in Polish), University of Warsaw, Research Report R.R.I.14, Warsaw, 1989

(Some of) "this material is based upon work supported by the National Science Foundation under Grant Numbers listed at projects." Any opinions, findings, and conclusions or recommendations expressed in this material are those of the author(s) and do not necessarily reflect the views of the National Science Foundation.