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\tau(t) = \int_0^t \frac{dt}{\mu \left(p_{BHP}(t) \right) \, c_t \left( (p_{BHP}) } \, , \ \ p_{BHP} = p_{BHP}(t) \right)} |
to correct early-time transient behaviour which turn equation
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\tau(t) = \int_0^t \frac{dt}{\mu \left(p_{BHP}(t) \right) \, c_t \left( (p_{BHP}) } \, , \ \ p_{BHP} = p_{BHP}(t) \right)} |
to correct early-time transient behaviour which turn equation
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