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finally, Type{<: AbstractFloat}

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jacekpoz 2024-11-08 10:21:34 +01:00
parent bcbf579924
commit 3a46ee1ea0
Signed by: poz
SSH key fingerprint: SHA256:JyLeVWE4bF3tDnFeUpUaJsPsNlJyBldDGV/dIKSLyN8
1 changed files with 6 additions and 6 deletions
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l1/1.jl
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@ -9,9 +9,9 @@ Calculate the machine epsilon iteratively
for the given IEEE 754 floating point type. for the given IEEE 754 floating point type.
# Arguments # Arguments
- `T`: a floating point number type <: AbstractFloat - `T`: the floating point type
""" """
function macheps(T) function macheps(T::Type{<: AbstractFloat})
one_T = one(T) one_T = one(T)
ret = one_T ret = one_T
while one_T + (ret / T(2)) > one_T while one_T + (ret / T(2)) > one_T
@ -28,9 +28,9 @@ Calculate the eta number iteratively
for the given IEEE 754 floating point type. for the given IEEE 754 floating point type.
# Arguments # Arguments
- `T`: a floating point number type <: AbstractFloat - `T`: the floating point type
""" """
function eta(T) function eta(T::Type{<: AbstractFloat})
ret = one(T) ret = one(T)
while ret / T(2) > zero(T) while ret / T(2) > zero(T)
@ -47,9 +47,9 @@ Calculate the largest possible value
for the given IEEE 754 floating type. for the given IEEE 754 floating type.
# Arguments # Arguments
- `T`: a floating point number type <: AbstractFloat - `T`: the floating point type
""" """
function max(T) function max(T::Type{<: AbstractFloat})
ret = one(T) ret = one(T)
while isfinite(ret * T(2)) while isfinite(ret * T(2))