MY Multi planar algebra multi planer and multilinear calculas multi planar vector multiplana topology multi planar complex analysis multi planar real analysis

where algebric variable vomes from different plane like remainder and qutient plane to find ultimate interaction between two point by coordinate algebra imagine if we have quotient and remainder as coordinate history this is small example and same way commultive if two or many plane interact yo dorm commulative signle point and same for associative if with the multiple plane values under it point values ifbthey are coordinative associative then they are normal asdociative multi planser calculas means on the same time inclination ot value of is different but y=mx+c is same comes whther m value is different. but y=mx+c. or multi planet calculas is branch that vome with multiple equation for single input means y and multiple mx+c multi planar vector in it multiplanar vector that have direction of all multi planar or multi planar multi angle is on simultaneousy time on different different planes multi planar topology if same as multi planar algebra multiple shape in mulyi planar whrher they are ordered and unordered their interor depend on their axis and exterior depenf on each ot theybfolded as shape in space multi planar complex analysis in ehich after i variable will be in multiplanar matrices performs like x+i(matrices of imaginary variable in plane format and complex analysis coordintaes they those will make equal distance between two plane whther and was be the coordinte it does not matters but the distance come to dame or modulo come yo same then it called homogenous coordinative plane of i and hetrogenous coordinatove plane of i multi planar real analysis in multi planar real analysis means upoer bond snd lower bond density of the plane and then make series of lower bond and upper bond