Gas Dynamics with Applications in Industry and Life Sciences

1. The history and significance of the Klein-Nishina formula (I. P´azsit).- 2. Constructions of simple kinetic equations for a dense gas (T. Miyauchi, S. Takata, M. Hattori, A. Takahashi).- 3. Double Layer Solutions of the Vlasov-Poisson System (M. Suzuki, M. Takayama).- 4. Inverse Magnus effect in a rarefied gas (S. Taguchi, T. Tsuji).- 5. A discontinuous Galerkin approach for stabilized Maxwell's equations in pseudo-frequency domain (M. Asadzadeh, L. Beilina).- 6. Bidomain model for axon bundles with random geometry (I. Pettersson, A. Rybalko, V. Rybalko).- 7. A posteriori error estimates and adaptive error control for permittivity reconstruction in conductive media (L. Beilina, E. Lindstr¨om).- 8. Truncated SVD for applications in microwave thermometry (L. Beilina, E. Lindstr¨om , L. Frischauf, D. McKelvey).- 9. Methods of quantitative reconstruction for acoustic coefficient inverse problem (L. Beilina, Y. G. Gleichmann, and M. J. Grote).- 10. Numerical validation of optimization approach for solution of coefficient inverse problem in pseudo-frequency domain (A. Karzhou, I. Pettersson, L. Beilina, and K. Pettersson).- 11. A multiscale numerical simulation of quasi-two-dimensional bacterial turbulence using a regularized Stokeslet representation (K. Ishimoto).- 12. Visualization of 14C-labeled gas fixation in a plant - development of real-time radioisotope imaging (T. M. Nakanishi).- 13. Numerical study on the self-organized pattern formation of run-and-tumble chemotactic bacteria (K. Adachi, S. Yasuda).- 14. Derivation of a generalised replicator equation in the limit of weak selection (P. Gerlee).- 15. A review and case study of neural network techniques for automated generation of high level-of-detail 3D city models (V. Naserentin, G. Spaios, A. Kaimakamidis, N. Pitsianis, A. Logg).

M. Asadzadeh is a Full Professor (Emeritus since 2022, continues as research staff) at the department of Mathematical Sciences Chalmers University of Technology and Gothenburg University. He defended his thesis 1986, and since then he has been employed at Chalmers. 1993-1995 he was a visiting Assistant/Associate Professor at the University of Michigan in Ann Arbor, and 2006-2007 he worked as Professor at Cornell. Spring 2009 he was visiting Kyoto University in a JSPS programme.  His research interest is numerical analysis of hyperbolic pdes, convection-diffusion and integro-differential equations: finite element methods for the neutral (neutron transport) and charged (Vlasov-Poisson, Maxwell/Vlasov-Maxwell, Fokker-Planck,Fermi, BGK and Schrödinger) particle transport.  He is in editorial board of 5 international math journals, he has authored 4 Math books and some 80 peer reviewed articles in math and engineering journals. 
L. Beilina is as Full Professor at the Department of Mathematical Sciences at Chalmers University of Technology and University of Gothenburg since 2018. She defended PhD thesis in 2003 at the same department.  In 2003-2005 and 2007-2009 she worked as an AssistantProfessor at University of Basel, Switzerland, and at NTNU, Trondheim, Norway. Since 2009 she has been employed at University of Gothenburg. Her main research interests are in the solution of inverse and ill-posed problems, optimization, adaptive finite element method andhigh-performance scientific computing. She is developer of software package WavES (waves24.com) for adaptive solution of forward and inverse wave propagation problems.   She is in editorial board of 3 mathematical international  journals. She is author of more than 80papers published in peer-reviewed journals and peer-reviewed conference proceedings, 2 books, and editor of 6