- 03 Jun, 2012 3 commits
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Brett Cannon authored
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Terry Jan Reedy authored
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Terry Jan Reedy authored
Code patch by Roger Serwy.
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- 02 Jun, 2012 13 commits
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R David Murray authored
This is a behavior change: before this leading and trailing spaces were stripped from ASCII parts, now they are preserved. Without this fix we didn't parse the examples in the RFC correctly, so I think breaking backward compatibility here is justified. Patch by Ralf Schlatterbeck.
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Sandro Tosi authored
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Sandro Tosi authored
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Sandro Tosi authored
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Sandro Tosi authored
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Sandro Tosi authored
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Sandro Tosi authored
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R David Murray authored
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R David Murray authored
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Sandro Tosi authored
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Sandro Tosi authored
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Benjamin Peterson authored
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Benjamin Peterson authored
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- 01 Jun, 2012 16 commits
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Victor Stinner authored
Use a threshold of 20 ms instead of 10 ms.
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R David Murray authored
Initial patch by Michael Driscoll, I added the example.
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R David Murray authored
Initial patch by Michael Driscoll, I added the example.
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Sandro Tosi authored
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Sandro Tosi authored
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Sandro Tosi authored
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Benjamin Peterson authored
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Hynek Schlawack authored
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Nick Coghlan authored
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Hynek Schlawack authored
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Stefan Krah authored
but this is more readable.
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Eli Bendersky authored
Includes exposing a doctype handler from expat through pyexpat.
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Eli Bendersky authored
the code are unnecessary.
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Brian Curtin authored
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Eli Bendersky authored
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Eli Bendersky authored
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- 31 May, 2012 8 commits
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Hynek Schlawack authored
Obsolete 2.x method.
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R David Murray authored
Thanks to Nick Coghlan for pointing out that I'd forgotten about class decorators.
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Georg Brandl authored
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Martin v. Löwis authored
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Martin v. Löwis authored
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Stefan Krah authored
in the simple path (not correctly rounded but faster).
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Stefan Krah authored
Underflow to zero hasn't changed: _mpd_qexp() internally uses MIN_EMIN, so the result would also underflow to zero for all emin > MIN_EMIN. In case digits are left, the informal argument is as follows: Underflow can occur only once in the last multiplication of the power stage (in the Horner stage Underflow provably cannot occur, and if Underflow occurred twice in the power stage, the result would underflow to zero on the second occasion). Since there is no double rounding during Underflow, the effective work precision is now 1 <= result->digits < prec. It can be shown by a somewhat tedious argument that abs(result - e**x) < ulp(result, result->digits). Therefore the correct rounding loop now uses ulp(result, result->digits) to generate the bounds for e**x in case of Underflow.
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Ned Deily authored
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