On D. E. Littlewoodā€™s algebra of š¯‘†-function
On D. E. Littlewoodā€™s algebra of š¯‘†-function
Thus [A ( I] A= KxA, symbol E2 denoting direct sum and A t denoting invariant matrix of A corresponding to partition (X) = ()2X2 Xi) Hence Littlewood was able to define a new multiplication of Sfunctions {X} {(-t I = K,, Iv} where operation denoted by 0 is called ā€¦