Surface curvat.ures such as Gaussian: mean and principal curvat,urcs are intrinsic surface propert,ies and havc played import,ant, roles in curved surface analysis.in this pq'er, we present a correlat,ion-h;lsecI facc rccognition approach based on the analysis of maximum and minimum principal curvaturcs and t,hcir tlirect,ions. \Ye t,rea.t, face rccognition problem as a 311sha.pe recognit,ion problem of free-form curved surfaces.Our approach is based on a 311 vect,or sets correlat,ion mtt,hod which does not. require eit,her face feature cxtrwtion or siirface segmenhtion. Each face in bot,h input images and the inodel datalmse, is represcntetl a.s an Extendcd Gaussian Image( EGI), construct,ed by m a.p pin g p ri n ci p a1 cu rvat u res and t heir di re c t ion s at e x h surface point,s, onto t x o unit, spheres, each of rvhicti represent.s ridge a n d valley lines respectively. Individual face is t,tien recognized by evaluating t,lie simila.rit.ies among others by using Fisher's spherical correlation on EGI's of faces.The method is tzest,ed for it,s simplicit,y and robust,ness a.nd successively implcmentcd for cach of f x c range images from NK.CC( National Ktsearch Couiicil Chnada) 31) ima.ge d a h files. Results shows t,tia.t.shape informa,t.ion from surface curva.t,ures provides vital cues in dist,inguishing and identifying such fine surface structure a s human faces.