Dear colleagues I need your help for the following questions: (i) Who gave the name of "cartesian" to categories with finite limits? When was this name given? What is the first published paper where this name occurs? (ii) Same questions for "cartesian closed" (iii) Same questions again for "locally cartesian closed". Moreover, in this case, does the precise definition imply that such a category has a terminal object? Thanks for your help, Jean --Apple-Mail-1-687879601 Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset=ISO-8859-1 <HTML><BODY style=3D"word-wrap: break-word; -khtml-nbsp-mode: space; = -khtml-line-break: after-white-space; ">Dear colleagues=A0<DIV><BR = class=3D"khtml-block-placeholder"></DIV><DIV>I need your help for the = following questions:</DIV><DIV><BR = class=3D"khtml-block-placeholder"></DIV><DIV><SPAN = class=3D"Apple-style-span">(i) Who gave the name of = <I>"cartesian"=A0</I>=A0to categories with finite limits? When was this = name given? What is the first <I>published </I>paper where this name = occurs?</SPAN></DIV><DIV><SPAN class=3D"Apple-style-span">(ii) Same = questions for <I>"cartesian closed"</I></SPAN></DIV><DIV><SPAN = class=3D"Apple-style-span">(iii) Same questions again for <I>"locally = cartesian closed". </I>Moreover, in this case, does the <I>precise = </I>definition imply that such a category has a terminal = object?</SPAN></DIV><DIV><BR = class=3D"khtml-block-placeholder"></DIV><DIV>Thanks for your = help,</DIV><DIV><BR = class=3D"khtml-block-placeholder"></DIV><DIV>Jean</DIV></BODY></HTML>= --Apple-Mail-1-687879601--