A class of nonlinear autonomous systems ordinary differential equations in Rnwith an invariant linear subspace which includes as examples a wide range of biological and chemical systems is defined and studied. Among other things, criteria precluding the existence of periodic solutions are obtained for such systems using a general method developed in [4]. © 1995 Rocky Mountain Mathematics Consortium.
CITATION STYLE
Li, M. Y. (1995). Bendixson’s criterion for autonomous systems with an invariant linear subspace. Rocky Mountain Journal of Mathematics, 25(1), 351–363. https://doi.org/10.1216/rmjm/1181072288
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