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Problem Set 2 Problem Set Issued: Problem Set Due
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In Addition To The Conditions Given Above, We Must Assume That The Ordering Is Complete In The Sense That If A 6= B Then Either A ˚b Or B ˚a. So Assume We Have Such A Relation On Z N. Since [0]and [1]are Distinct Congugacy Classes In Z N, We Must Then Have Either [0] ˚[1] Or [1] ˚[0]. Assume [0] ˚[1]. The Apr 1th, 2024

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Homework 5, Solutions Problem 1. Solution: Problem 2. Solution
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First, We Show Ad = Bc )(ax+ B)=(cx+ D) 2Q. If A = 0 Then Bc = 0. If B = 0, We Have (ax+b)=(cx+d) = 0 Is Rational; If C = 0, Since Cx+ D 6= 0, D 6= 0 And ( Ax+ B)=(cx+ D) = B=d 2Q Since B;d 2Q And Q Is A Eld. If A 6= 0, Note That C 6= 0 (otherwise, D = 0 And Cx + D = 0 Contradicting To The Apr 1th, 2024

Set 1 Set 2 Set 3 : 98, 104, 105, 112, 120; Set 5
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Problem Set 2: Solutions Math 201A Fall 2016 Problem 1 ...
Problem 5. Let C 0 Be The Banach Space Of Real Sequences (x N) Such That X N!0 As N!1with The Sup-norm K(x N)k= Sup N2N Jx Nj.Is The Closed Unit Ball B= F(x N) 2c 0: K(x N)k 1g Compact? Solution The Closed Unit Ball In C 0 Is Not Compact. For Example, Let E K= ( Nk) 1 N=1 Nk= 1 If N= K 0 If N6=k Feb 3th, 2024




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