MY ONE FIELD MATHMATICS AND OTHERS

in field mathamtcis teher si three things to consider thsi conjecture and this mathamtcis some certain vairbale play with the ceratain vairbale for un certancity that will call their win and looses in uncertanity this is the conjucture means uncrenatinty of all things make in two oponenet to mmultiple oponent make on loose or many loose one win because of the field is uncertainity,and palyer of both team is with certain varaible to make their win and loose on uncertanity ground with ground and its unceratinbty activity with certain activty of both teams taht is also uncertains in grounds because of one is uncertain for otehr opponent because he si uncretain for oponent becaue fo move of oponenet agaiosnt him taht cant predict means certain vairbale paly with certain variable for un certaincity or uncerticnty for otehr oponent but certainity for own for un certcnity againts eahc other so field is ucnertain vairbale to certain varibale with it depend on thsoe certain vairbale that play on filed and certain or uncertain for theri goal with uncertaincity sp what is thsi ,eans what thsi algebra in this filed mathamatics whta happens if the both side vriable will unceratain internally for their selves then no goal will ab achive if the both side variable will ceratain internally then any how they coudl achive goal if either is ceratin and otehr is unceratin then one could take win othe roculd take loose so in it we chekc complex numebr where one vairble is shwon certianity and otehr shwon uncertnaity woudl be chekc in complex theory like x+iy if we gte know if x is ceratin varibel varinst and y is unceratin varibale varinats field vairbel x1............x2+iy1.........y2... thsi is perdiic complex varibale in which to which period will come in like x1+iy3 means x1 is early period and y3 is later period means out frodeclared period so in field matahmatcis if cosndir oen is complex so it chekc two wyas one is x1+iy3 and y3+ix1 then addtiona nd mutliplcity to chekc their results means certainty in outer period by multiplicity means what solution one is normal multiplciaiton x1+iy3 and x1+iy3 second x1+iy3 and y3+ix1 then difference of ucnertanciy with certicnity nad differne of certaincity to uncertaincity means in that wya we compeld field varibel taht given i shape of above we that si perido we compel in them to find less complciated area and more certancity to ahcive goal in field FIELD CALCULAS or BENT calculas:--> if dx and dy benting for ceratin is then dy/dx = m but if there is uncertaibt benting with ceratin and uncertanityt means dual anture then ther will be two uncertanity dy/dx cos theta and dy/dxsing theta and dysintheta /dx and dcostheta/dx an`d dy/dx means m taht is cos alpha and sin alphs then dy/dx.distnce coverred by curves in shpe of angle so it have unceratina nd certain variable FIELD algebr:--> in field algebra there is unceratin varibale with ceratin varibales that make more benting on ceratainty or uncertainity FIELD TOPOLOGY:--> iin field toplogyt there si uncerain field for ceratins shape and space there sii uncertains fiield for cerains varaible shape and spaces REAL ANALYSIS:--> uncretain bound and certain bound certain bounds and uncertain bounds upper bouunds and lower bounds in calcuals there is benting or filed uncertabity emans y variable uncretainty in shape of angle that how muhc y si uncretain agaosnt x then dy/dx in which y in varation y1 to yn how mw muhc it bents like y1 sin theta /dx cos theta +.remains period is ceratins.y2+y3.........yn like that then FLUID INTELLIGENCE:--> fluis id ceratin on some ceratin codntion and non certain on some certain or non certain conditon