[Mathematical modelling of perorally induced immunological tolerance].
A mathematical model of the mechanism of development of orally induced immunologic tolerance has been suggested. The model presents a system of differential non-linear equations, and it is realized as a program in FORTRAN. The model describes primary and secondary immune responses, reflects the main features of the immune system response to antigen intake with food. The immune system model response to varying doses and frequency of the antigen intake with food has been studied. It has been established that repeated administration of small doses of the food antigen leads to a deeper tolerance due to lower stimulation of the immune system. The existence of optimal tolerogenic doses of the food antigen has been proved. Qualitative changes in the immune system response to the food antigen have been recorded in case of increased permeability of the intestinal wall.
T Sh
TSh
Sharmanov
I A
IA
Kurmangalinova
S A
SA
Nikitin
G Ia
GIa
Chernov
S M
SM
Kurmangalinov
D000284:Administration, Oral; D000818:Animals; D000906:Antibodies / Q000032:analysis; D000941:Antigens / Q000008:administration & dosage / Q000276:immunology; D004306:Dose-Response Relationship, Immunologic; D005512:Food Hypersensitivity / Q000276:immunology; D007108:Immune Tolerance; D007114:Immunization; D008433:Mathematics; D008954:Models, Biological; D013997:Time Factors
D000906:Antibodies; D000941:Antigens
Matematicheskoe modelirovanie peroral'no indutsirovannoĭ immunologicheskoĭ tolerantnosti.