Commit 9335f8ea by Emmanuel Thomé

### doc for appendix A

parent d33986f4
 ... @@ -69,6 +69,11 @@ follows: ... @@ -69,6 +69,11 @@ follows: sage: formulas(8) sage: formulas(8) [lots of output] [lots of output] The actual formula for raising an element to the power `\$c=(p+1-t_0)/r\$`, as given for example in Appendix A of the paper, can be derived from the source code of `final_expo_k68.sage` (second part of the function `count_formula_k8`). Using the search program Using the search program ======================== ======================== ... ...
 ... @@ -86,6 +86,9 @@ def count_formula_k8(i, c): ... @@ -86,6 +86,9 @@ def count_formula_k8(i, c): c4 = (c3*2 + d3) * (2*U+V) + u**2 + y**2 c4 = (c3*2 + d3) * (2*U+V) + u**2 + y**2 assert c4 == (c3 + d3/2) * T + e4 assert c4 == (c3 + d3/2) * T + e4 ## Explicit formulas as given in Appendix A can be obtained by the ## following set of operations. counts = counter() counts = counter() # 2y 2u 2m # 2y 2u 2m a = counts.get_element() a = counts.get_element() ... ...
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