The mutants described in Section 6 2, Exercise 27, where a gene has a 1 0 chance of mutating each time a cell divides, and a mutant gene has a 1 0 chance of reverting to the wild type Write the joint distribution describing the states of the following Markov chains at times t and t 1 Assume that the marginal distributions at both time t and t 1 match the long term probability

Question: The mutants described in Section 6.2, Exercise 27, where a gene has a 1.0% chance of mutating each time a cell divides, and a mutant

The mutants described in Section 6.2, Exercise 27, where a gene has a 1.0% chance of mutating each time a cell divides, and a mutant gene has a 1.0% chance of reverting to the wild type.
Write the joint describing the states of the following Markov chains at times t and t + 1. Assume that the marginal distributions at both time t and t + 1 match the long-term probability.

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