Dissertationes mathematicae; 463 (Warszawa, 2009). - ОГЛАВЛЕНИЕ / CONTENTS
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ОбложкаRefined Kodaira classes and conductors of twisted elliptic curves / Browkin J., Davies D. - Warszawa: Institute of mathematics, Polish academy of sciences, 2009. - iii, 45 p. - Incl. bibl. ref. - (Dissertationes mathematicae; 463) - ISSN 0012-3862
 

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Оглавление / Contents
 
I. Twists ....................................................... 5

1. Introduction ................................................. 5
   1.1. Preliminaries ........................................... 5
   1.2. Notation ................................................ 6
   1.3. The reduced minimal model of a curve .................... 7
   1.4. Some important lemmas ................................... 7
2. The case p = 2 and d = -1 .................................... 9
   2.1. Table 2.1 ............................................... 9
   2.2. Additional conditions .................................. 10
   2.3. Table 2.2 .............................................. 18
   2.4. Main Theorem ........................................... 18
3. The case p = 2 and d = 2 .................................... 19
   3.1. Table 3.1 .............................................. 19
   3.2. Lemmas ................................................. 19
   3.3. Main Theorem ........................................... 27
4. The case p = 3 and d = -3 ................................... 27
   4.1. Table 4.1 .............................................. 27
   4.2. Additional conditions and comments ..................... 27
   4.3. Main Theorem ........................................... 28
5. The case p > 3 .............................................. 29
6. Nonquadratic twists ......................................... 29
   6.1. General remarks ........................................ 29
   6.2. Quartic twists in the case p = 2 ....................... 30
   6.3. Sextic twists in the case p = 2 ........................ 31
   6.4. Quartic twists in the case p = 3 ....................... 32
   6.5. Sextic twists in the case p = 3 ........................ 33
   6.6. Quartic and sextic twists in the case p > 3 ............ 34

II. Conductors ................................................. 35

7. Observations concerning conductors .......................... 35
   7.1. Which numbers are conductors? .......................... 35
   7.2. Curves with conductors differing by a prime power ...... 36
8. Estimates of #Ј(N) and #Cond(X) ............................. 38

References ..................................................... 39
Tables ......................................................... 41


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