NonExaminable Material in Course 214 in 2008
David R. Wilkins
April 29, 2008
Candidates will not be examined in the 214 paper at the
annual or supplemental sessions of 2008 on the following material:

The proof of Proposition 1.2;

The proof of Theorem 1.3;

The proof of Lemma 1.4;

The proof of Proposition 1.5;

The proof of Theorem 1.7;

The proof of Lemma 1.10;

The proof of Proposition 1.11;

The proof of Lemma 1.12;

The proof of Proposition 1.17;

The proof of Theorem 1.18;

The proof of Corollary 1.19;

The statement and proof of Lemma 1.27;

The statement and proof of Lemma 1.28;

The statement and proof of Proposition 1.29;

The proof of Lemma 1.31;

The proof of Theorem 1.32;

The proof of Theorem 1.33;

The proof of Theorem 2.7;

The proof of Proposition 3.2;

The proof of Proposition 3.6;

The proof of Theorem 5.6;

The statement and proof of Lemma 6.7;

The statement and proof of Lemma 6.8;

The statement and proof of Lemma 6.9;

The statement and proof of Lemma 6.10;

The statement and proof of Theorem 6.11;

The statement and proof of Corollary 6.12;

The proof of Corollary 6.13

The statement and proof of Theorem 6.16

The proof of Corollary 6.17

The statement and proof of Proposition 9.1;

The statement and proof of Proposition 9.10;

The statement and proof of Proposition 9.11;

The definitions and basic properties of the Weierstrass and Jacobi
elliptic functions.
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