Search Results: Log1p


Natural logarithm
Selasa, 2026-06-30 00:30:12

named LNP1, or log1p to give more accurate results for logarithms close to zero by passing arguments x, also close to zero, to a function log1p(x), which returns...

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Birthday attack
Senin, 2026-06-01 13:38:36

due to loss of significance. When log1p is available (as it is in C99) for example, the equivalent expression -log1p(-p) should be used instead. If this...

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Floating-point arithmetic
Jumat, 2026-08-07 20:53:33

exp ⁡ ( x − 1 ) {\textstyle (x)=\exp(x-1)} . Similar functions include log1p ( x ) = log ⁡ ( 1 + x ) {\textstyle (x)=\log(1+x)} , hypot ( x , y ) = x...

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C mathematical functions
Senin, 2026-07-13 07:07:05

binary logarithm (to base 2) log10 computes common logarithm (to base 10) log1p computes natural logarithm (to base e) of 1 plus the given number ilogb...

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Exponential function
Senin, 2026-08-03 01:26:14

{\displaystyle 10^{x}-1} . A similar approach has been used for the logarithm; see log1p. An identity in terms of the hyperbolic tangent, expm1 ⁡ ( x ) = e x − 1...

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Celeste 64: Fragments of the Mountain
Minggu, 2026-06-21 22:24:17

Archived from the original on August 9, 2024. Retrieved July 30, 2024. log1p_kr (January 31, 2024). "I tried the free game 'Celeste 64', which is a 3D...

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GNU MPFR
Rabu, 2026-03-04 02:34:28

natural base, base 2 and base 10, the log(1+x) and exp(x)−1 functions (log1p and expm1), the six trigonometric and hyperbolic functions and their inverses...

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Log probability
Sabtu, 2026-02-28 06:11:43

use a function that computes log ⁡ ( 1 + x ) {\displaystyle \log(1+x)} (log1p) directly. Information content Log-likelihood Piech, Chris. "Probability...

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Math library
Kamis, 2025-11-27 10:46:10

range-reduction algorithm". IEEE Transactions on Computers. 54 (3): 331–339. doi:10.1109/TC.2005.36. musl v1.2.2 math directory, log1p.c, log2.c, log10.c, exp2.c...

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List of logarithmic identities
Minggu, 2026-05-17 12:01:20

"1 +" due to rounding errors. Many programming languages have a specific log1p(x) function that calculates log e ⁡ ( 1 + x ) {\displaystyle \log _{e}(1+x)}...

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