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t-rising_fmpcb_ui_bsplit.c
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faster complex rising factorials
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2013-02-27 17:35:37 +01:00 |
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t-rising_fmpcb_ui_bsplit_eight.c
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faster complex rising factorials
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2013-02-27 17:35:37 +01:00 |
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t-rising_fmpcb_ui_bsplit_rectangular.c
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faster complex rising factorials
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2013-02-27 17:35:37 +01:00 |
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t-rising_fmpcb_ui_bsplit_simple.c
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faster complex rising factorials
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2013-02-27 17:35:37 +01:00 |
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t-rising_fmpcb_ui_delta.c
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faster rising factorials again
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2013-03-09 12:32:56 +01:00 |
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t-rising_fmprb_ui_bsplit.c
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faster high-precision rising factorials; reorg
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2013-02-27 14:51:03 +01:00 |
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t-rising_fmprb_ui_bsplit_eight.c
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faster high-precision rising factorials; reorg
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2013-02-27 14:51:03 +01:00 |
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t-rising_fmprb_ui_bsplit_rectangular.c
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faster high-precision rising factorials; reorg
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2013-02-27 14:51:03 +01:00 |
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t-rising_fmprb_ui_bsplit_simple.c
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faster high-precision rising factorials; reorg
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2013-02-27 14:51:03 +01:00 |
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t-rising_fmprb_ui_delta.c
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faster rising factorials again
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2013-03-09 12:32:56 +01:00 |
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t-rising_fmprb_ui_multipoint.c
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faster high-precision rising factorials; reorg
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2013-02-27 14:51:03 +01:00 |
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t-series_fmpq_hypgeom.c
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some moving things around
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2013-02-28 12:38:22 +01:00 |
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t-small_frac.c
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extend fast gamma to 1/2, 2/3, 3/4, 1/6, 5/6
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2013-03-01 17:06:49 +01:00 |
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t-taylor_fmprb.c
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code for computing the gamma function using Taylor series (wip)
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2013-02-14 18:53:31 +01:00 |
