摘要
In this paper we first establish the mathematical model of parity progressive population. Next, we study the spectrum of parity progressive population operator in the Hilbert space L2N+1[0,M] and prove that it generates a positive co-semigroup. Finally, we discuss the existence and uniqueness of the solution to the equation of dynamics of parity progressive population and its asymptotic properties.
In this paper we first establish the mathematical model of parity progressive population. Next, we study the spectrum of parity progressive population operator in the Hilbert space L2N+1[0,M] and prove that it generates a positive co-semigroup. Finally, we discuss the existence and uniqueness of the solution to the equation of dynamics of parity progressive population and its asymptotic properties.
