TY - JOUR
T1 - TWO BACKTRACK ALGORITHMS FOR THE RADIO FREQUENCY INTERMODULATION PROBLEM.
AU - Morito, Susumu
AU - Salkin, Harvey M.
AU - Williams, David E.
PY - 1980
Y1 - 1980
N2 - Two or more radio signals, transmitted from a small platform tend to produce an intermodulation product which could distort a receive signal. The intensity of intermodulation interference due to a given intermodulation frequency is known to be closely related to the lowest order, or simply the order, of the intermodulation product which can be found by solving a single constraint integer program with variables unrestricted in sign, where coefficients of the constraint equation correspond to frequencies. Two variations of backtrack, or search enumeration, algorithms, called the primal and dual backtrack algorithms, are developed to find the order of intermodulation. Extensive computational experience with these algorithms, reflecting data from naval fleet communication scenarios and potential ramifications, are given together with another application of the dual algorithm.
AB - Two or more radio signals, transmitted from a small platform tend to produce an intermodulation product which could distort a receive signal. The intensity of intermodulation interference due to a given intermodulation frequency is known to be closely related to the lowest order, or simply the order, of the intermodulation product which can be found by solving a single constraint integer program with variables unrestricted in sign, where coefficients of the constraint equation correspond to frequencies. Two variations of backtrack, or search enumeration, algorithms, called the primal and dual backtrack algorithms, are developed to find the order of intermodulation. Extensive computational experience with these algorithms, reflecting data from naval fleet communication scenarios and potential ramifications, are given together with another application of the dual algorithm.
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M3 - Article
AN - SCOPUS:0019220274
SN - 0095-4616
VL - 6
SP - 221
EP - 240
JO - Applied Mathematics and Optimization
JF - Applied Mathematics and Optimization
IS - 3
ER -