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Date: Tue, 26 Nov 1996 02:47:05 GMT
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<title>Michael Oren</title><h3><!WA0><img align=botton src="http://www.cs.columbia.edu/~oren/oren3.gif"><!WA1><a href=http://cam.cornell.edu/cgi-bin/finger?oren@cs.columbia.edu><n>finger <i>oren@cs.columbia.edu</i></a> <br><p></h3><PRE> Office: Home: CBCL, E25-213a, MIT 1170 Massachusetts Ave., Apt #6 Cambridge, MA 02139 Cambridge, MA 02138Tel: (617)-253-6357 (office) Tel: (617)-492-6604FAX: (617)-253-2964 At Columbia: 720 Schapiro (CEPSR). </PRE><h3><!WA2><a HREF="mailto:oren@ai.mit.edu"> To send mail (oren@ai.mit.edu) <i> click here </i> </a></h3><hr><H2> Recent Publications<H3><UL><LI> M. Oren and S. Nayar,<!WA3><A HREF="ftp://ftp.cs.columbia.edu/pub/oren/ijcv_specular.ps.Z"> A Theory of Specular Surface Geometry, </A><CITE> The Int. J. Computer Vision <CITE>(1.1Mb), (To appear in 1996).<P><LI> M. Oren and S. Nayar,<!WA4><A HREF="ftp://ftp.cs.columbia.edu/pub/oren/iccv_specular.ps.Z"> A Theory of Specular Surface Geometry,</A> (0.5Mb), <CITE> The Proceedings of the Fifth Int. Conf. om Computer Vision (ICCV 95), Boston, June 1995 . </CITE> <BR> <P> <LI> M. Oren and S. Nayar,<!WA5><A HREF="file://ftp.cs.columbia.edu/pub/oren/diffuse_reflectance.ps.Z"> Generalization of the Lambertian Model and Implications for Machine Vision,</A> (1.3Mb), <CITE> The Int. J. Computer Vision, Vol. 14:3</CITE>.<BR> <P><LI> S. Nayar and M. Oren,<!WA6><A HREF="file://ftp.cs.columbia.edu/pub/oren/science.ps.Z"> Visual Appearance of Matte Surfaces, </A> (0.7Mb),<CITE> Science, Vol. 267, 24 February 1995. </CITE> <P><LI> M. Oren and S. Nayar, <!WA7><A HREF="file://ftp.cs.columbia.edu/pub/oren/siggraph94_oren.ps.Z"> Generalization of Lambert's Reflectance Model,</A> (1.1Mb),<CITE> ACM Computer Graphics Proceedings (SIGGRAPH 94). </CITE> <BR></UL><hr><h2> To see more: click for the following pages: </h2><h3><!WA8><a href=http://www.cs.columbia.edu/~oren/model.html> <n> Generalization of the Lambertian Model<p> </a><h3><!WA9><a href=http://www.cs.columbia.edu/~oren/graphics.html> <n>Graphics page: Generalization of the Lambertian Model<p> </a><hr><h3><!WA10><a href=http://www.ai.mit.edu/people/oren/oren.html><n> My other (and similar) home page at MIT.<h3>Other home pages<p><h3><!WA11><a href=http://www.cs.columbia.edu/Home_Page/cspeople.html><n> CS people<p><h3><!WA12><a href=http://www.cs.columbia.edu/><n> Department ofComputer Science, Columbia University<p><h3><!WA13><a href=http://www.columbia.edu/><n>Columbia University <p><hr>
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