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Piotr Bartman
ORCID
Publication Activity (10 Years)
Years Active: 2021-2024
Publications (10 Years): 8
Top Topics
Numerical Methods
Black Scholes
Software Package
Weather Conditions
Top Venues
J. Open Source Softw.
CoRR
Commun. Nonlinear Sci. Numer. Simul.
ICCS (2)
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Publications
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Piotr Bartman
,
Anna Ochal
,
Mircea Sofonea
Duality arguments in the analysis of a viscoelastic contact problem.
Commun. Nonlinear Sci. Numer. Simul.
128 (2024)
Emily K. de Jong
,
Clare E. Singer
,
Sajjad Azimi
,
Piotr Bartman
,
Oleksii Bulenok
,
Kacper Derlatka
,
Isabella Dula
,
Anna Jaruga
,
J. Ben Mackay
,
Ryan X. Ward
,
Sylwester Arabas
New developments in PySDM and PySDM-examples v2: collisional breakup, immersion freezing, dry aerosol initialization, and adaptive time-stepping.
J. Open Source Softw.
8 (86) (2023)
Piotr Bartman
,
Jakub Banaskiewicz
,
Szymon Drenda
,
Maciej Manna
,
Michael A. Olesik
,
Pawel Rozwoda
,
Michal Sadowski
,
Sylwester Arabas
PyMPDATA v1: Numba-accelerated implementation of MPDATA with examples in Python, Julia and Matlab.
J. Open Source Softw.
7 (77) (2022)
Piotr Bartman
,
Oleksii Bulenok
,
Kamil Górski
,
Anna Jaruga
,
Grzegorz Lazarski
,
Michael Olesik
,
Bartosz Piasecki
,
Clare E. Singer
,
Aleksandra Talar
,
Sylwester Arabas
PySDM v1: particle-based cloud modeling package for warm-rain microphysics and aqueous chemistry.
J. Open Source Softw.
7 (72) (2022)
Anna Ochal
,
Michal Jureczka
,
Piotr Bartman
A survey of numerical methods for hemivariational inequalities with applications to contact mechanics.
Commun. Nonlinear Sci. Numer. Simul.
114 (2022)
Piotr Bartman
,
Sylwester Arabas
,
Kamil Górski
,
Anna Jaruga
,
Grzegorz Lazarski
,
Michael Olesik
,
Bartosz Piasecki
,
Aleksandra Talar
PySDM v1: particle-based cloud modelling package for warm-rain microphysics and aqueous chemistry.
CoRR
(2021)
Piotr Bartman
,
Sylwester Arabas
On the Design of Monte-Carlo Particle Coagulation Solver Interface: A CPU/GPU Super-Droplet Method Case Study with PySDM.
ICCS (2)
(2021)
Anna Ochal
,
Michal Jureczka
,
Piotr Bartman
A survey of numerical methods for hemivariational inequalities with applications to Contact Mechanics.
CoRR
(2021)