OPTICAL COMPUTING MATMATICS

optical first to define optical menas relate with light and pair of glasses here we theorem to maintains here theorem will maintains, firts tehroem if we opitcs different wvaelenth light then galsses will give the different reuslt from different dsiatcne if tehre will be mirror then also it gives dofernt reuslt so we angslised the glasess or mirrors to reahc it refletion so to reahc it reflection we adopt dstance of focii by thats so how thsi conepct coudl use in mathmatcis optical computing algebra in it we used optical varibale and we check that equal wavelgnth or homgenosu wvaelength they prduce or not and also in order whenwe stdueid that varibale then we come in commuataite asscoaitve manenrs and we chehck also the optical comptuing structrue by derive a variable for optical comptuing structures note for single optical omptuing varaibel teher coudl be multiple optical structrue could be. optical comptuing topology :-->here we strictred with glesses used different differe structeue generte and their reflective structre if they boht matching then opticalaly succeeded optical differetial calculas :--> in we reflect part with dx and dy teher angaulr part means how dy and dx make angle with their refelction , if refleciton angle is great ten dy/dx then will be teh curve of acceptenace in reflection side if reflection is slower then it need more angle moevemnt heer dy/dx is come from inclicnation over the curve of mirror or glasses in it we have two one for inclaintion dy/dx and also for reflection drx/dry integral calcuals:--> in intergal caluals we used reflective drx and dx and bounding period of periods we neeed why in differtial reflection because we have to need dy/drx and dry/dx and dry/drx and dy/dx because of currving structe of them and by stright linear reflection in comptuing