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In this paper the dynamics of an economic system with foreign financing, ofinteger or fractional order, are analyzed. The symmetry of the systemdetermines the existence of two pairs of coexisting attractors. Theinteger-order version of the system proves to have several combinations ofcoexisting hidden attractors with self-excited attractors. Because one of thesystem variables represents the foreign capital in ow, the presence of hiddenattractors could be of a real interest in economic models. The fractional-ordervariant presents another interesting coexistence of attractors in thefractional order space.

Coexisting Hidden and self-excited attractors in an economic system of integer or fractional order