Xref: utzoo sci.math:15052 comp.theory:1529 comp.text.sgml:179 comp.text.tex:5370 comp.text:8004 Path: utzoo!utgpu!news-server.csri.toronto.edu!cs.utexas.edu!hellgate.utah.edu!caen!sdd.hp.com!spool.mu.edu!uunet!mcsun!unido!ipsi!hoch From: hoch@ipsi.UUCP (Rainer Hoch) Newsgroups: sci.math,comp.theory,comp.text.sgml,comp.text.tex,comp.text Subject: 2-dimensional bin packing problem Keywords: floorplan, VLSI layout Message-ID: <1500@ipsi.UUCP> Date: 12 Feb 91 15:54:55 GMT Lines: 23 I am interested in the following 2-dimensional bin packing prob- lem: The problem requires to pack n rectangular items into a minimal number of rectangular unit capacity bins. I am interested in the case when the length and the width of the items are not too weird. In fact I can assume that the ratio of the length (resp. width) of the unit and the length (resp. width) of an item is equal to 1,2,3,4 or 5 (i.e. it is integral). A possible application would be the problem of how to place n ar- ticles on a minimal number of pages in a newspaper. Any hints, solutions or pointers to algorithms in the literature are welcome. Thanks Volker Turau Adress: e-mail hoch@darmstadt.gmd.dbp.de or turau@darmstadt.gmd.dbp.de ean-address: s=hoch;ou=darmstadt;p=gmd;a=dbp;c=de or s=turau;ou=darmstadt;p=gmd;a=dbp;c=de