We use the bifurcation method of dynamical systems to study the traveling wave solutions for\r\nthe generalized Zakharov equations. A number of traveling wave solutions are obtained. Those\r\nsolutions contain explicit periodic wave solutions, periodic blow-up wave solutions, unbounded\r\nwave solutions, kink profile solitary wave solutions, and solitary wave solutions. Relations of the\r\ntraveling wave solutions are given. Some previous results are extended.
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