We adopt the second Liapunov method to derive stability property of the equilibrium point in a non linear, discrete time, positive system, modeling the inheritance pattern of X-chromosome linked recessive diseases in the human population. By constructing a Liapunov function we derive globally asymptotically stable properties of the non trivial equilibrium point. © 2010 IEEE.
X-chromosome linked recessive diseases model
Durante Mangoni E.
2010
Abstract
We adopt the second Liapunov method to derive stability property of the equilibrium point in a non linear, discrete time, positive system, modeling the inheritance pattern of X-chromosome linked recessive diseases in the human population. By constructing a Liapunov function we derive globally asymptotically stable properties of the non trivial equilibrium point. © 2010 IEEE.File in questo prodotto:
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