Inverse problem for biological systems: mathematical model that allows the red cell size distribution to be measured

V. G. Kontcevaya; K. G. Kulikov

doi:10.1117/12.2623235

29 April 2022 Inverse problem for biological systems: mathematical model that allows the red cell size distribution to be measured

V. G. Kontcevaya, K. G. Kulikov

Author Affiliations +

Proceedings Volume 12192, Optical Technologies for Biology and Medicine; 1219202 (2022) https://doi.org/10.1117/12.2623235
Event: XXV Annual Conference Saratov Fall Meeting 2021; and IX Symposium on Optics and Biophotonics, 2021, Saratov, Russian Federation

Abstract

The mathematical model proposed for detection the function of size distribution of form for blood cells. Using the mathematical model we can theoretically calculate the size distribution function for particles of irregular shape with a variety forms and structures of inclusions that simulate blood cells in the case of in vivo and determine the degree of aggregation, for example, the platelet for case in vivo, which may indicate the presence of pathogenesis.

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V. G. Kontcevaya and K. G. Kulikov "Inverse problem for biological systems: mathematical model that allows the red cell size distribution to be measured", Proc. SPIE 12192, Optical Technologies for Biology and Medicine, 1219202 (29 April 2022); https://doi.org/10.1117/12.2623235

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