Module monotonicity

Source

Functions§

acos_order
Non-increasing on the interval [−1, 1], undefined otherwise.
acosh_order
Non-decreasing for x ≥ 1, undefined otherwise.
asin_order
Non-decreasing on the interval [−1, 1], undefined otherwise.
asinh_order
Non-decreasing for all real numbers.
atan2_order
Order depends on the quadrant.
atan_order
Non-decreasing for all real numbers.
atanh_order
Non-decreasing on the interval [−1, 1], undefined otherwise.
cbrt_order
Non-decreasing for all real numbers.
ceil_order
Non-decreasing for all real numbers.
cos_order
Non-increasing on [0, π] and then non-decreasing on [π, 2π]. This pattern repeats periodically with a period of 2π.
cosh_order
Non-decreasing for x ≥ 0 and symmetrically non-increasing for x ≤ 0.
degrees_order
Non-decreasing function that converts radians to degrees.
exp_order
Non-decreasing for all real numbers.
floor_order
Non-decreasing for all real numbers.
get_acos_doc
get_acosh_doc
get_asin_doc
get_asinh_doc
get_atan2_doc
get_atan_doc
get_atanh_doc
get_cbrt_doc
get_ceil_doc
get_cos_doc
get_cosh_doc
get_degrees_doc
get_exp_doc
get_floor_doc
get_ln_doc
get_log2_doc
get_log10_doc
get_radians_doc
get_sin_doc
get_sinh_doc
get_sqrt_doc
get_tan_doc
get_tanh_doc
ln_order
Non-decreasing for x ≥ 0, undefined otherwise.
log2_order
Non-decreasing for x ≥ 0, undefined otherwise.
log10_order
Non-decreasing for x ≥ 0, undefined otherwise.
radians_order
Non-decreasing for all real numbers x.
sin_order
Non-decreasing on [0, π] and then non-increasing on [π, 2π]. This pattern repeats periodically with a period of 2π.
sinh_order
Non-decreasing for all real numbers.
sqrt_order
Non-decreasing for x ≥ 0, undefined otherwise.
tan_order
Non-decreasing between vertical asymptotes at x = k * π ± π / 2 for any integer k.
tanh_order
Non-decreasing for all real numbers.