POLICE (CRIME AND INVESTIGATION ALGEBRA),TOPOLOGY,DIFFERENTIAL EQUATIONS,GEOMETRY

if the crime is individual or in set happens then it boundation means leats boundation and to upper boundation menas under the boudnaryy surface of crime and outer the bounday surface of crimes, {c1,c2,c3,c4,c5} or over the surafce of crime if the any indvidual is present then leats bound and uppper bound is joint junction with boiundary surafce of crime thne invetsigation set {I1,I2,I3,I4,I5} so it check by investaigciton set will formed leats bound to upper boundations means under the boundayr suarfce of crime outer the boundary surface of crime imagine if set of crime with leats boun to upper bound and integrate under the boudnayr surafce of crime in many place and outer the boundary surafce of crime ,then these cirme will be under inversatigaiton set tha preformed before cirme or aftere crime in by the police sset to checkc teh surface fo area of crime so {c1,c2,c3,c4,c5} {p(I1),p(I2),p(I3),p(I4),p(I5)} set of crime have disticnt combinaiton of investigations by police it depens on inetrior toplogical behave of crime and exterior point on boundary suarfce of crime and outer boundary surface of crime how we deal with boundary surfce of crime it is point set exteriro and inetrior means udner boudayr surfce means least boudary point and exterior means upper boundary points then to deal it with coorduanet gemertyr mens intersective point of lest boundayr point of coorndate in surface , means reverse of the point we have to make shape of two crime shape and investigaiton shape then inetrsettion of their cocoridnates if coordiantes will be same and how inetrsect they inetrsect by toplogy emans shape is chnegd of the inevsatigaiton as crime is inetrior and extrriro with points excceded and indvdual shape of single crime where the points over the toplogical curves of crimes multipel cirme points then to solve them teher will inevstigaiton shape thet will increase as much incerase in diereciton fo crime whne it it complete then it must to closed te shape of crime or small shape in curves in coordinate geometry what will do there si same as cirme curves and investigaation curves and state curves state curves of crime curves and investgiaiton curves and if state curve chnges then it chges the inevestigaiton curves bettr then ten crim cuvers bettwr then as it cretaed good shpes of topology then isn algebra if if theer is least incliantion over crime least inclicnaiton over investiaiton happens in calculas of this then there si no need of investigations or need only make cirme curves or shapes and then in that shape invesitgaiton cocordnate put with from invesitgaaiton curves there their mutual interrelated how we put investigaiton point with curve just by their state coorndinate we make state curve of cirme and state curve of inevsstaigtio and get the state on normal curve of cirme with investigation then by this curves how we fidn poitn we find poit of invetsigaiotn states by invertsaiot of crime and crime of invesatigations