Stan Math Library
5.0.0
Automatic Differentiation
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is_var_only_ts_
template<typename F , typename T_y0 , typename T_t0 , typename T_ts , typename... T_Args>
constexpr bool
stan::math::cvodes_integrator_adjoint_vari
< F, T_y0, T_t0, T_ts, T_Args >::is_var_only_ts_
static
constexpr
private
Initial value:
{
is_var_ts_
&& !(
is_var_t0_
||
is_var_y0_t0_
||
is_any_var_args_
)}
stan::math::cvodes_integrator_adjoint_vari::is_var_ts_
static constexpr bool is_var_ts_
Definition
cvodes_integrator_adjoint.hpp:41
stan::math::cvodes_integrator_adjoint_vari::is_any_var_args_
static constexpr bool is_any_var_args_
Definition
cvodes_integrator_adjoint.hpp:45
stan::math::cvodes_integrator_adjoint_vari::is_var_t0_
static constexpr bool is_var_t0_
Definition
cvodes_integrator_adjoint.hpp:42
stan::math::cvodes_integrator_adjoint_vari::is_var_y0_t0_
static constexpr bool is_var_y0_t0_
Definition
cvodes_integrator_adjoint.hpp:44
Definition at line
48
of file
cvodes_integrator_adjoint.hpp
.
stan
math
cvodes_integrator_adjoint_vari
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