id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ma-140	Owino, Joseph Owuor	Group Analysis of Equal-Width Equation	2023-02-09	20	.pdf	application/pdf	5960	464	84	The one parameter groups dictate to the following generated solutions: T�1 : u =g(t,x + �1) T�2 : u =g(te −�2,x)e−�2, T�3 : u =g(te −�3 u ,x) − �3, T�4 : u =g(t + �4,x). Anal. 10.28924/ada/ma.3.13 14 Hence the group invariant solution to Equation to (1.1) will be given by u(t,x) = f (x) t , (3.55) where f satisfies Equation (3.54).(iii) X3 = ∂∂u − tu ∂∂tThe Lagrangian system associated with the operator X3 is dt − t u = dx 0 = du 1 , (3.56) whose invariants are J1 = x and J2 = tu.	cache/ma-140.pdf	txt/ma-140.txt
