%0 Journal Article
%T On Intrinsic Properties of Ricci Flow Curve
%J Iranian Journal of Science
%I Springer
%Z 2731-8095
%A Ghahremani-Gol, Hajar
%A Razavi, Asadollah
%A Didehvar, Farzad
%D 2015
%\ 10/04/2015
%V
%N
%P -
%! On Intrinsic Properties of Ricci Flow Curve
%K Ricci flow
%K Space of Riemannian metrics
%K Stability
%K Infinite dimensional manifolds
%R 10.22099/ijsts.2015.3222
%X Abstract. R.Hamilton defined Ricci flow as evolution of Rie-mannian metrics satisfying a weak parabolic partial differential equation. We have considered and studied Ricci flow as an inte-gral curve of a certain vector field in the manifold of Riemannianmetrics. In this paper we study properties of this integral curveand find some results on the stability of the solution.
%U