The existence and the behavior of solutions to the differential-iterative equation arestudied without the restriction that f is monotone An error in and available paper is correctedhere.
Under the assumption that h(z) is strictly monotone the existence of solutions to a type of nonlinear differential-iterative equations in the form of x’(t) = g(x(t)) -h(x(x(t))) is discussed according to the behavior...Under the assumption that h(z) is strictly monotone the existence of solutions to a type of nonlinear differential-iterative equations in the form of x’(t) = g(x(t)) -h(x(x(t))) is discussed according to the behavior of the quasi-isoclinic curve C: x=h^-1 (g(t))展开更多
The existence and behavior of the solution of the differential-iterative equation x(t) =-ax(t)+bx(x(t))(b > a > 0) are studied. Some errors in [1] are corrected.
文摘The existence and the behavior of solutions to the differential-iterative equation arestudied without the restriction that f is monotone An error in and available paper is correctedhere.
基金National Natural Science Foundation of China Doctoral Program Foundation of the Ministry of Education of China
文摘Under the assumption that h(z) is strictly monotone the existence of solutions to a type of nonlinear differential-iterative equations in the form of x’(t) = g(x(t)) -h(x(x(t))) is discussed according to the behavior of the quasi-isoclinic curve C: x=h^-1 (g(t))
文摘The existence and behavior of the solution of the differential-iterative equation x(t) =-ax(t)+bx(x(t))(b > a > 0) are studied. Some errors in [1] are corrected.
