S.-C.Chengetal./PatternRecognition43(2010)267--279
271
Fig.3.Anexampleofrearrangingverticesintheinputmeshtothenearestneighborregionsusingmultipleprincipleplaneanalysis.
P1=P1 P2;}else{
foreachvertexsetPin ,computes (P)using(14);z=argmaxk 1
i=1,...,k 1( (Pi));//choosethesetwiththelargestreconstructionerror
Pk={ v|d¯&vPHZ(v )>dHZ
∈Pz};//splitPzintotwosetsPz=z Pk;}
return( k={P1,P2,...,Pk});}
4.Segmentation-based3Dmeshmodelcompression
Performingthesegmentationalgorithmmentionedabove,theinput3Dmeshmodelisseparatedintomultiplemeaningfulre-gions,whicharethenseparatelycompressedandtransmittedtothedecoder.Foreachregion,wehavetwocompressionjobstodo:geometrycodingandconnectivitycoding,oftentreatedastwoin-dependentcompressionphasesinexistingresearches[12,13].How-ever,theconnectivityandgeometryinformationfora3Dmeshshouldhavehighcorrelation.Thus,combininggeometrycodingandconnectivitycodingisessentialtoachievehighrate3Dmeshcom-pression.Fig.4showstheblockdiagramoftheproposed3Dmeshcompressionsystem.Basically,theproposedregion-based3Dmeshcompressionconsistsoftwophases:boundarycodingandinter-nalconnectivity–geometrycoding.Thishierarchicalrepresentationschemeprovidesaflexiblewaytoimplementaprogressive3Dmesh:intheformerstage,theboundariesofeachregioncorrespondingtothecompactshapeapproximationoftheinputmesharetransmit-ted.Then,theinternalconnectivityandgeometryinformationforeachregionistransmittedtofinetunethetopologystructureoftheregion.
4.1.Boundarycoding
Supposethattworegionsshareajointboundary.Atthedecoderside,regionswithjointboundariesshouldbezippedproperlytoreconstructtheoriginalmesh,showninFig.5.Eachedgeoftheinputmeshiseithersharedbytworegions,calledaboundaryedge,orbelongstoasingleregion,calledaninterioredge.Theshapeofaregionisdefinedbyaclosedloopformedbylinkingupitsboundaryedges.Tworegionsareadjacentregionsiftheyshareanedge.
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