Let g (x,) 1{x } for 2 [0,1] and assume X F U[0,1].

Let g (x,µ) Æ 1{x · µ} for µ 2 [0,1] and assume X » F ÆU[0,1]. Let N1(²,F) be L1 packing numbers.

(a) Show that N1(²,F) equal the packing numbers constructed with respect to the Euclidean metric d(µ1,µ2) Æ jµ2 ¡µ2j .

(b) Verify that N1(²,F) · d1/²e.