URAL'CEVA, Linear and Quasi-Linear Equations of Parabolic Type
, Academic Press, New York, 1968.
CAM by using integral parabolic type
splines was developed by A.
Thomee, "Error estimates for some mixed finite element methods for parabolic type
problems," RAIRO-Analyse Numerique, vol.
This paper is concerned with the solution of a parabolic type
partial integro-differential equation (PIDE) having a weakly singular kernel.
Mori studied in  complete rotational hypersurfaces in [H.sup.n] with constant scalar curvature and of hyperbolic and parabolic type
. In this paper, and for the 3-dimensional space [H.sup.3], we give a full description of (complete and not complete) parabolic K-surfaces.
Uralaceva, Linear and Quasilinear Equations of Parabolic type
If a = 1then the characteristic roots are both equal to 1 and the zero equilibrium is nonhyperbolic of the parabolic type
. Similarly, if a = -1 then the characteristic roots are both equal to -1 and the zero equilibrium is nonhyperbolic of the parabolic type
Because the Maxwell's equation is a hyperbolic type and the heat transfer equation is parabolic type
differential equations, their FDTD stability criteria are completely different from each other.
CNRS plans to install a solar thermal power concentration parabolic type
from the common Odeillo in the Pyrenees Orientales.
Sakawa: Controllability for partial differential equations of parabolic type
, SIAM J.
Friedman, Partial Differential Equations of Parabolic Type
, Prentice Hall, Englewood Cliffs, New Jersey, 1964.
Nambu examines the stabilization theory for linear systems governed by partial differential equations of parabolic type
. He covers the stabilization of linear systems of finite dimension, the basic theory of elliptic operators, the stabilization of linear systems of infinite dimension: static feedback and dynamic feedback, the stabilization of linear systems with Riesz bases: dynamic feedback, output stabilization: the lack of observability and/or controllability conditions, the stabilization of a class of linear control systems generating C0-semigroups, and a computational algorhism for an infinite-dimensional Sylvester's equation.