An example of an explicit function is y = ln(x + 1).
In both settings the net savings rate can be derived as an explicit function of g: as g changes, so ought the net saving rate.Using post-war data from the United States, Messrs Krusell and Smith plot the net savings rate over time and show that it has fallen gradually toward zero.
This way, the observation signal vector, y, will be an explicit function of x Q.
Outage probability is however an explicit function of all distances from receiver to every interferer.
These behaviors result in the following simplified (but useful) approximation with an explicit function form: (23).
where and we have obtained SER of -PSK as a function (and hence as an explicit function of ).
Our objective is to estimate x Q from y, even though y is not an explicit function of x Q.
In both cases, outage probability is always an explicit function of all distances from the user to interferers.
Hence, the dissipation d in the medium becomes an explicit function of two parameters ω/ωc and η.
It should be specified that the partial derivative, ∂u 0/∂x, exists only if the material property is an explicit function of x (Anlas et al. 2000).
which is independent of s due to conservation of 'energy,' that is, the Hamiltonian is not an explicit function of time.
