New: ntruAll contenthive-129948hive-196917krzzansteemhive-185836hive-180932hive-183959hive-166405hive-150122photographyhive-101145hive-144064hive-188619hive-184714hive-183397uncommonlabhive-145157bitcoinhive-103599hive-193637hive-193186hive-113376hive-139150krsuccessTrendingNewHotLikersmarkgritter (59)in mathematics • 7 years agosteemCreated with Sketch.Finding Inverses in Polynomial RingsGiven any algebraic ring R (a structure with addition, subtraction, and multiplication but not necessarily division) we can create another ring R[x] made from polynomials with coefficients taken…