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Multiple zeros for eigenvalues and the multiplicity of traps of a linear compartmental system
Foster, David M.; Jacquez, John A.
1975
Citation:Foster, David M., Jacquez, John A. (1975)."Multiple zeros for eigenvalues and the multiplicity of traps of a linear compartmental system." Mathematical Biosciences 26(1-2): 89-97. <http://hdl.handle.net/2027.42/22164>
Abstract: It is known that a linear compartmental system has a trap if and only if the associated system of differential equations has zero as an eigenvalue. In this paper, we show that if such a system has zero as an eigenvalue of multiplicity m, then the system contains m irreducible traps.
