number of downloads : ?

Use this link to cite this item : https://ir.lib.shimane-u.ac.jp/3357

Memoirs of the Graduate School of Science and Engineering, Shimane University. Series B, Mathematics 32

1999-03 発行

Continuous Dependence on Aging and Birth Functions for Size-structured Population models of general type

Kato, Nobuyuki

Sato Kazushige

File

c0020032r005.pdf 113 KB

Description

We are concerned with size-structured population models having aging and birth functions of general type. We show the continuous dependence of the solution on the aging and birth functions by showing the exact estimate.

About This Article

NCID

AA11157123

c0020032r005.pdf 113 KB

Other Article

Some Aspects on Circles and Helices in a Complex Projective Space

PP. 1 - 8

Dirichlet Problem in an Exterior Domain with Potential in a Weighted Lebesgue Class

PP. 9 - 23

Stability and Boundedness in Volterra Integro-differential Equations

PP. 25 - 40

Combinatorial Problems Arising from the Statistical Mechanics Model of Spin Glasses

PP. 41 - 47

Continuous Dependence on Aging and Birth Functions for Size-structured Population models of general type

PP. 49 - 56

Geometry of Homogeneous Left Lie Loops and Tangent Lie Triple Algebras

PP. 57 - 68

On Geodesic Homogeneous Left Lie Loops as Reductive Homogeneous Spaces

PP. 69 - 74

Hardy's Inequality on Finite Networks

PP. 75 - 84