Stan Math Library
4.9.0
Automatic Differentiation
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fun Directory Reference
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abs.hpp
accumulator.hpp
acos.hpp
acosh.hpp
arg.hpp
asin.hpp
asinh.hpp
atan.hpp
atan2.hpp
atanh.hpp
bessel_first_kind.hpp
bessel_second_kind.hpp
beta.hpp
binary_log_loss.hpp
cbrt.hpp
ceil.hpp
conj.hpp
cos.hpp
cosh.hpp
determinant.hpp
digamma.hpp
Eigen_NumTraits.hpp
erf.hpp
erfc.hpp
exp.hpp
exp2.hpp
expm1.hpp
fabs.hpp
falling_factorial.hpp
fdim.hpp
floor.hpp
fma.hpp
fmax.hpp
fmin.hpp
fmod.hpp
gamma_p.hpp
gamma_q.hpp
grad_inc_beta.hpp
hypergeometric_1F0.hpp
hypergeometric_2F1.hpp
hypergeometric_pFq.hpp
hypot.hpp
inc_beta.hpp
inv.hpp
inv_cloglog.hpp
inv_erfc.hpp
inv_inc_beta.hpp
inv_logit.hpp
inv_Phi.hpp
inv_sqrt.hpp
inv_square.hpp
inverse.hpp
is_inf.hpp
is_nan.hpp
lambert_w.hpp
lbeta.hpp
ldexp.hpp
lgamma.hpp
lmgamma.hpp
lmultiply.hpp
log.hpp
log10.hpp
log1m.hpp
log1m_exp.hpp
log1m_inv_logit.hpp
log1p.hpp
log1p_exp.hpp
log2.hpp
log_determinant.hpp
log_diff_exp.hpp
log_falling_factorial.hpp
log_inv_logit.hpp
log_inv_logit_diff.hpp
log_mix.hpp
log_rising_factorial.hpp
log_softmax.hpp
log_sum_exp.hpp
logit.hpp
mdivide_left.hpp
mdivide_left_ldlt.hpp
mdivide_left_tri_low.hpp
mdivide_right.hpp
mdivide_right_tri_low.hpp
modified_bessel_first_kind.hpp
modified_bessel_second_kind.hpp
multiply.hpp
multiply_log.hpp
multiply_lower_tri_self_transpose.hpp
norm.hpp
norm1.hpp
norm2.hpp
owens_t.hpp
Phi.hpp
Phi_approx.hpp
polar.hpp
pow.hpp
primitive_value.hpp
proj.hpp
quad_form.hpp
quad_form_sym.hpp
read_fvar.hpp
rising_factorial.hpp
round.hpp
sin.hpp
sinh.hpp
softmax.hpp
sqrt.hpp
square.hpp
sum.hpp
tan.hpp
tanh.hpp
tcrossprod.hpp
tgamma.hpp
to_fvar.hpp
trace_quad_form.hpp
trigamma.hpp
trunc.hpp
typedefs.hpp
value_of.hpp
value_of_rec.hpp
stan
math
fwd
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