{"blocks": [{"key": "e1993015", "text": "Question", "type": "header-two", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}, {"key": "e021ff1c", "text": "Given a finite Markov chain, how do you find its stationary (steady-state) distribution? State and derive the expected value of an exponential distribution and of a Poisson distribution. For a non-singular square matrix A, express the sum of the eigenvalues of A⁻¹ in terms of the eigenvalues of A and explain why. In a specified two-player game-theory scenario, calculate the probability of a particular outcome.", "type": "unstyled", "depth": 0, "inlineStyleRanges": [], "entityRanges": [], "data": {}}], "entityMap": {}}