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For any periodic signal, the fundamental frequency f 0=1/t 0 (in Hz) is one over the fundamental period t 0. Hence, to obtain T 0 as a function of the parameter F0, it remains to note that Klatt uses an integer parameter F0=10f 0 to represent f 0 [10].
We solve an instance of this problem numerically using an integer programming formulation.
We solve this problem using an integer programming formulation and solver.
then type of the parameter and result are restricted to be int list_ rather than the more general 'a list of the underlying filter, because the anonymous function takes an integer parameter and returns an integer value.
Nodes transmit packets with size bytes, being an integer parameter.
R is an integer parameter in the system.
where k is an integer parameter, a and b are real parameters and β is a complex parameter.
Assume that that p2= p1/ k, where k is an integer parameter.
We use an integer linear programming (ILP) formulation for this.
We model the problem using a nonlinear integer programming formulation.
pneumoniae (using a random integer generator) from a collection of 135 K.
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