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. 2013 Dec 18;8(12):e82274. doi: 10.1371/journal.pone.0082274

Figure 7. Different behaviors with an imperfect filter between environments.

Figure 7

(A) The populations of Inline graphic (black) and Inline graphic (gray) form a stable oscillation as the environments cycle between Inline graphic and Inline graphic. The transition probabilities are presented Inline graphic in the order of Inline graphic Inline graphic, Inline graphic Inline graphic, Inline graphic Inline graphic, and Inline graphic Inline graphic. For Inline graphic the transition probabilities are Inline graphic and for Inline graphic they are Inline graphic. (B) Inline graphic (black) drives Inline graphic (gray) extinct. For Inline graphic the transition probabilities are the optimal set using perfect filters Inline graphic and for Inline graphic they are Inline graphic. (C) Inline graphic (black) and Inline graphic (gray) monotonically approach the same frequency in the population. For Inline graphic the transition probabilities are Inline graphic and for Inline graphic they are the optimal set when perfect filters are used Inline graphic. (D) Inline graphic (black) decreases in frequency for five rounds before changing direction and driving Inline graphic (gray) extinct. The transition probabilities for Inline graphic are Inline graphic and for Inline graphic they are Inline graphic.