Login
- Titel:
Inverse problem for a linearized model of oxygen transport in brain
- Dokumenttyp:
- Proceedings Paper
- Autor(en):
- Kovtanyuk, Andrey; Chebotarev, Alexander; Turova, Varvara; Sidorenko, Irina; Lampe, Renee
- Abstract:
- A continuum steady-state model of oxygen transport in brain with unknown intensities of the sources describing the oxygen inflow and its outflow via the arterioles and venules is studied. The corresponding boundary value problem is reduced to an inverse problem with finite overdetermination. The unique solvability of the inverse problem is proved, and a numerical approach to find a solution is proposed.
- Herausgeber:
- Motygin, OV; Kiselev, AP; Goray, LI; Zaboronkova, TM; Kazakov, AY; Kirpichnikova, AS
- Kongress- / Buchtitel:
- PROCEEDINGS OF THE 2020 INTERNATIONAL CONFERENCE DAYS ON DIFFRACTION (DD)
- Kongress / Zusatzinformationen:
- International Conference on Days on Diffraction (DD), St Petersburg, RUSSIA, MAY 25-29, 2020
- Ausrichter der Konferenz:
- V A Steklov Inst Math, St Petersburg Dept; St etersburg State Univ; Euler Int Math Inst; IEEE Russia NW Sect AP ED MTT Joint Chapter; Govt Russian Federat; Simons Fdn
- Verlag / Institution:
- IEEE
- Verlagsort:
- 345 E 47TH ST, NEW YORK, NY 10017 USA
- Jahr:
- 2020
- Seiten:
- 44-49
- Print-ISBN:
- 978-0-7381-4279-1
- Sprache:
- English
BibTeX