Attachment 'prime5.txt'

Download

   1 Ellptic Curve : 11a1
   2 prime : 5 
   3 the power of Teichmuller : 0 
   4 n : 3
   5 precision : 3
   6 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
   7 5 + O(5^2) + O(5)*T + O(5)*T^2 + O(T^3)
   8  
   9 Ellptic Curve : 11a1
  10 prime : 5 
  11 the power of Teichmuller : 1 
  12 n : 3
  13 precision : 3
  14 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  15 O(T^3)
  16  
  17 Ellptic Curve : 11a1
  18 prime : 5 
  19 the power of Teichmuller : 2 
  20 n : 3
  21 precision : 3
  22 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  23 O(T^3)
  24  
  25 Ellptic Curve : 11a1
  26 prime : 5 
  27 the power of Teichmuller : 3 
  28 n : 3
  29 precision : 3
  30 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  31 1 + 3*5 + 4*5^2 + O(5^3) + (1 + O(5))*T + O(5)*T^2 + O(T^3)
  32  
  33 Ellptic Curve : 11a1
  34 prime : 5 
  35 the power of Teichmuller : 4 
  36 n : 3
  37 precision : 3
  38 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  39 5 + O(5^2) + O(5)*T + O(5)*T^2 + O(T^3)
  40  
  41 Ellptic Curve : 17a1
  42 prime : 5 
  43 the power of Teichmuller : 0 
  44 n : 3
  45 precision : 3
  46 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  47 4 + 3*5 + 4*5^2 + O(5^3) + (3 + 3*5 + O(5^2))*T + (2 + 3*5 + O(5^2))*T^2 + O(T^3)
  48  
  49 Ellptic Curve : 17a1
  50 prime : 5 
  51 the power of Teichmuller : 1 
  52 n : 3
  53 precision : 3
  54 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  55 O(T^3)
  56  
  57 Ellptic Curve : 17a1
  58 prime : 5 
  59 the power of Teichmuller : 2 
  60 n : 3
  61 precision : 3
  62 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  63 O(T^3)
  64  
  65 Ellptic Curve : 17a1
  66 prime : 5 
  67 the power of Teichmuller : 3 
  68 n : 3
  69 precision : 3
  70 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  71 1 + 2*5^2 + O(5^3) + (4 + 5 + O(5^2))*T + (2 + 3*5 + O(5^2))*T^2 + O(T^3)
  72  
  73 Ellptic Curve : 17a1
  74 prime : 5 
  75 the power of Teichmuller : 4 
  76 n : 3
  77 precision : 3
  78 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  79 4 + 3*5 + 4*5^2 + O(5^3) + (3 + 3*5 + O(5^2))*T + (2 + 3*5 + O(5^2))*T^2 + O(T^3)
  80  
  81 Ellptic Curve : 39a1
  82 prime : 5 
  83 the power of Teichmuller : 0 
  84 n : 3
  85 precision : 3
  86 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  87 1 + 4*5 + 5^2 + O(5^3) + (4 + 4*5 + O(5^2))*T + (2 + O(5^2))*T^2 + O(T^3)
  88  
  89 Ellptic Curve : 39a1
  90 prime : 5 
  91 the power of Teichmuller : 1 
  92 n : 3
  93 precision : 3
  94 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
  95 O(T^3)
  96  
  97 Ellptic Curve : 39a1
  98 prime : 5 
  99 the power of Teichmuller : 2 
 100 n : 3
 101 precision : 3
 102 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
 103 O(T^3)
 104  
 105 Ellptic Curve : 39a1
 106 prime : 5 
 107 the power of Teichmuller : 3 
 108 n : 3
 109 precision : 3
 110 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
 111 1 + 4*5 + O(5^3) + (4 + 2*5 + O(5^2))*T + (3 + 2*5 + O(5^2))*T^2 + O(T^3)
 112  
 113 Ellptic Curve : 39a1
 114 prime : 5 
 115 the power of Teichmuller : 4 
 116 n : 3
 117 precision : 3
 118 The p-adic L-function of a given elliptic curve twisted by the given power of the Teichmuller character is
 119 1 + 4*5 + 5^2 + O(5^3) + (4 + 4*5 + O(5^2))*T + (2 + O(5^2))*T^2 + O(T^3)
 120  

Attached Files

To refer to attachments on a page, use attachment:filename, as shown below in the list of files. Do NOT use the URL of the [get] link, since this is subject to change and can break easily.
  • [get | view] (2010-07-02 04:07:31, 1.7 KB) [[attachment:Teich-twist.sage]]
  • [get | view] (2010-07-01 03:45:20, 1.2 KB) [[attachment:abelian_field_dirichlet_group.sage]]
  • [get | view] (2010-06-29 16:42:10, 1.1 KB) [[attachment:approximation_of_integral.sage]]
  • [get | view] (2010-07-01 03:48:17, 3.6 KB) [[attachment:computing_modular_symbols_via_complex_integration.sage]]
  • [get | view] (2010-06-29 06:10:26, 1.3 KB) [[attachment:find_gamma.sage]]
  • [get | view] (2010-07-01 05:45:56, 3.3 KB) [[attachment:iwasawa_invariants.sage]]
  • [get | view] (2010-06-30 05:36:30, 1.5 KB) [[attachment:lp_teichmuller.sage]]
  • [get | view] (2010-06-29 00:30:16, 21.9 KB) [[attachment:lseries.m]]
  • [get | view] (2010-06-29 22:37:11, 573.6 KB) [[attachment:modular_symbols_and_padic_lfunctions.pdf]]
  • [get | view] (2010-06-29 00:29:47, 33.9 KB) [[attachment:pLseries.m]]
  • [get | view] (2010-06-29 22:35:43, 265.9 KB) [[attachment:padic_bsd.pdf]]
  • [get | view] (2010-07-02 04:06:18, 3.4 KB) [[attachment:prime5.txt]]
  • [get | view] (2010-07-02 04:06:47, 3.5 KB) [[attachment:prime7.txt]]
  • [get | view] (2010-07-01 07:10:40, 64.1 KB) [[attachment:sha_data_3_11a1_10000.txt]]
  • [get | view] (2010-07-01 07:10:58, 8.5 KB) [[attachment:sha_data_3_11a3_1000.txt]]
  • [get | view] (2010-07-01 07:11:20, 63.9 KB) [[attachment:sha_data_3_42a1_10000.txt]]
  • [get | view] (2010-06-29 00:29:16, 5.3 KB) [[attachment:sha_fast.sage]]
  • [get | view] (2010-07-01 07:18:18, 8.1 KB) [[attachment:sha_v2.sage]]
  • [get | view] (2010-07-01 22:23:54, 1.8 KB) [[attachment:teich_twist.sage]]
  • [get | view] (2010-06-29 04:02:51, 0.7 KB) [[attachment:test.sage]]
 All files | Selected Files: delete move to page copy to page

You are not allowed to attach a file to this page.