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fix more errors in the documentation (thanks Marc Mezzarobba)
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2 changed files with 4 additions and 4 deletions
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@ -250,7 +250,7 @@ Precision and comparisons
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midpoints of *x*, and whose radius is the larger out of the real
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and imaginary radiuses of *x*.
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.. function:: long acb_rel_accuracy_bits(const arb_t x)
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.. function:: long acb_rel_accuracy_bits(const acb_t x)
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Returns the effective relative accuracy of *x* measured in bits,
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equal to the negative of the return value from :func:`acb_rel_error_bits`.
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@ -482,7 +482,7 @@ Trigonometric functions
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.. function:: void acb_cos(acb_t c, const acb_t z, long prec)
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.. function:: void acb_sin_cos(arb_t s, arb_t c, const arb_t z, long prec)
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.. function:: void acb_sin_cos(acb_t s, acb_t c, const acb_t z, long prec)
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Sets `s = \sin(z)`, `c = \cos(z)`, evaluated as
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`\sin(a+bi) = \sin(a)\cosh(b) + i \cos(a)\sinh(b)`,
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@ -305,13 +305,13 @@ The error function
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and an automatic algorithm choice. The *asymp* version takes a second
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precision to use for the *U* term.
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.. function:: void acb_hypgeom_erfc(acb_t res, const acb_t s, const acb_t z, long prec)
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.. function:: void acb_hypgeom_erfc(acb_t res, const acb_t z, long prec)
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Computes the complementary error function
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`\operatorname{erfc}(z) = 1 - \operatorname{erf}(z)`.
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This function avoids catastrophic cancellation for large positive *z*.
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.. function:: void acb_hypgeom_erfi(acb_t res, const acb_t s, const acb_t z, long prec)
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.. function:: void acb_hypgeom_erfi(acb_t res, const acb_t z, long prec)
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Computes the imaginary error function
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`\operatorname{erfi}(z) = -i\operatorname{erf}(iz)`. This is a trivial wrapper
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