SILICON MATHMATICS(AS OTHERS NEW MATHMATICS RESEARCH OF MINE SAME THIS IS MY NEW MATHMATICS)

if we put silicon prticle in silicon jjelly then it give birth a alll new field to mathmtics so firts disucusssion of calculas mathmtcis:--> in this mathmatcis calculas there is loosly coupled differentitation with circuit that circuit reduce itself streghts druing inclintion so loosed differentioan indictes two differ grvaity difffertiation on same time ssso means inclination depne on what grviaty and wogths projection went whihc grviaty power weigth went what mass it is if it equal mass then grvaity if differ then also inclintion will be differ so it will call loosly coupled means jelly inclintion with differ grvaity differentitiaon on same time here time grvaity will conclude then point differentiation means point to point differentitation here inclintion in shape of coordinates means we take like (dg/dx,dg/dy) then (dg/dx1,dg/y2) means and we conclue m in shape of unite m1-m2/1+m1.m2 in third it will tight differnetitation that will cretae by as a shape of tighly coupled differentitaon where inclination one inclincation point with single coordinaaates here means we devide inclincation in part and then also we fomrulatte them in cooridnate to choose so one inclination we create then single coordinates so in this new type od calculas three type of cocordinadte point will cretae by crucit loosly point to point and tighly and all will be check to find out final inclination we have to check the relation we hvae to make angle by them to find out final angle to achive m1 m2 and m3 Algebra:-> sequence converges checking:--> loosly coupled inclined point to pooint anad tighltly coupled three will chechk fro converegnce if either inclicnation mean numeric ratio will with given ratio os not making ddesire m1-m2/1+m1.m2 fromauaal then sequnce is found either to loosly or point ot point or tiglty but not lll so not converge if given ratio thata given not making desire llike m1 for loosly and m2 ffor point to point then m1-m2/1+m1.m2 fromaula then aftere that if not maath then not conevrgence if here converengene then tighlt coplued checkk for both loosly aand point to point group :-> aob=boa in it o will chekkc also for all inclcination even operation is plus imagine two line is going to add and thesee line is parleley to eahc otehr soem how or some distance l1ol2 or l1+l2=l2+l1 so it check loosly coupled point to poitn tightly coupled we consider that line is equation is confrim sequnece of values conversiron isns the shape of weight and projected by the grvaity that is inclicnaiton we find out and we chnaaage it though thsi gravity to form anaother line that same we do with other line diffeence that we find we use for the converegnce to in group we will make factroial numeircal conervegen line sequqnence we make sequqnece of both line and then wee chehcke that they are convergenece or not if we fidn opeeration is conevrgen then we do with thsi grouo in thsi group whne we chehkc line we use convergen group to find out seqeunce is fine and then also inclincation this is new method that i m dsiscuasing complex analysysi:--> in complex analsysi x+iy has given in it we haas given three conevrt gence sequence and thsi will make weight and grvaity by that we will check three sitaution in this new complex analysis samae with grph theory same with statistsics saame with topology