Title : The tumor core-periphery architecture: A mathematical model for biodistribution of nanocarriers
Abstract:
Tumor growth is a highly complex biological event that involves not only malignant cells’ proliferation but also a huge proliferation movement of supportive tissues that allow tumor growth. Included in these supportive elements, blood vessels may grow in differential patterns, depending upon the sub-tumoral localization. This heterogeneous vascular organization produces regions with differential vessel density, which may impact significantly nanocarriers distribution within different tumor areas. This talk will focus on the description of a comprehensive mathematical model, describing the differential nanoemulsion biodistribution and sub-tumoral localization in two different breast cancer models (4T1 and Ehrlich). To account for the assessed biodistribution data, the tumor region is modeled using an interconnected compartment-like (core-periphery) morphology. It will be emphasized that the time dependence of the nanocarrier content in each compartment is successfully accomplished while the parameters extracted from the proposed approach can be extremely useful for planning therapeutic protocols.

