Uniformization II
=================

* Step by step deduction of dpi/dt = pi Q

-- described equations for single state
-- built matrix form
-- obtained equation

* Solution of dpi/dt = pi Q using uniformization

-- replaced P = I - Q/Lambda, i.e., Q = (I-P)Lambda, in equation pi(t)=e^{Qt} ...
-- ... to obtain pi(t) = sum_{for all n} P^n Poisson(n; rate=Lambda)

* Reviewed interpretation of uniformization

* Considered simple example with two states