2. Let k C([0,1]) and define the linear map T: C(10, 11 – C(0,1), 1-(-- [ 41., v5(du) : C], f ka (a) Show that T is cont
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2. Let k C([0,1]) and define the linear map T: C(10, 11 – C(0,1), 1-(-- [ 41., v5(du) : C], f ka (a) Show that T is cont
2. Let k C([0,1]) and define the linear map T: C(10, 11 – C(0,1), 1-(-- [ 41., v5(du) : C], f ka (a) Show that T is continuous. (b) Show that the family of functions T(D,(0)) = {T(S) IS S 1} is equicontinuous.
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