Skip to main content
. 2011 Oct 13;7(10):e1002144. doi: 10.1371/journal.pcbi.1002144

Figure 5. Filtering relation of MHC class I peptide optimization.

Figure 5

(A) Consider a population of Inline graphic MHC complexes containing peptides with off-rate Inline graphic. Inline graphic denotes the expected number of MHC complexes that will egress before the peptide can escape. Inline graphic denotes the expected proportion of egressed MHC complexes that will contain peptides with off-rate Inline graphic. This defines a measure of peptide optimization. We plot Inline graphic and Inline graphic as functions of Inline graphic for three peptides with different off-rates and the same initial populations. Maximal optimization is achieved when Inline graphic, with Inline graphic (dashed lines). (B) Consider a population of Inline graphic tapasin-MHC complexes containing peptides with off-rate Inline graphic. Inline graphic denotes the expected number of MHC complexes that will unbind from tapasin and egress before the peptide can escape, where Inline graphic. Inline graphic is defined as in A. We plot Inline graphic and Inline graphic as functions of Inline graphic with Inline graphic (black line in A). Maximal optimization is achieved when Inline graphic, with Inline graphic.