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  • Prediction of transport, deposition, and resultant immune response of nasal spray vaccine droplets using a CFPD—HCD model in a 6-year-old upper airway geometry to potentially prevent COVID-19
Title: Prediction of transport, deposition, and resultant immune response of nasal spray vaccine droplets using a CFPD—HCD model in a 6-year-old upper airway geometry to potentially prevent COVID-19
Award ID(s):
2120688
PAR ID:
10405454
Author(s) / Creator(s):
; ; ; ;
Date Published:
Journal Name:
Experimental and Computational Multiphase Flow
ISSN:
2661-8869
Format(s):
Medium: X
Sponsoring Org:
National Science Foundation
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    In this paper we show that every set A⊂ℕ with positive density contains B+C for some pair B,C of infinite subsets of ℕ, settling a conjecture of Erd\H os. The proof features two different decompositions of an arbitrary bounded sequence into a structured component and a pseudo-random component. Our methods are quite general, allowing us to prove a version of this conjecture for countable amenable groups. 
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