- File adapters-arithmetic.hpp
- remove file
- File one_dimensional.hpp
- Address whether we need a "one-dimensional" interface.
- Member OpenKalman::concatenate (Arg &&arg, Args &&...args)
- Deal with case where there are a dynamic number of indices
- Member OpenKalman::coordinates::operator== (const A &a, const B &b)
- Streamline this to avoid re-calculating prefix status
- Class OpenKalman::GaussianDistribution< StaticDescriptor, MeanNestedMatrix, CovarianceNestedMatrix, random_number_engine >
- Change to std::mt19937_64 ?
- Member OpenKalman::get_wrappable (const T &t)
- Is this necessary?
- Member OpenKalman::interface::indexible_object_traits< Eigen::TensorReductionOp< Op, Dims, XprType, MakePointer > >::get_constant (const Arg &arg)
- fix this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< covariance< T > > >::get_slice (Arg &&arg, std::tuple< Begin... > begin, std::tuple< Size... > size)
- Properly wrap this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< covariance< T > > >::set_slice (Arg &arg, Block &&block, Begin...begin)
- Properly wrap this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< covariance< T > > >::set_triangle (A &&a, B &&b)
- Properly wrap this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< typed_matrix< T > > >::get_slice (Arg &&arg, std::tuple< Begin... > begin, std::tuple< Size... > size)
- Properly wrap this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< typed_matrix< T > > >::set_slice (Arg &arg, Block &&block, Begin...begin)
- Properly wrap this
- Member OpenKalman::interface::linearAlgebra< T, std::enable_if_t< typed_matrix< T > > >::set_triangle (A &&a, B &&b)
- Properly wrap this
- Member OpenKalman::set_slice (Arg &&arg, Block &&block, const Begin &...begin)
- Add a static check that Block has the correct vector space descriptors
- Class OpenKalman::ToEuclideanExpr< NestedObject >
- Remove nested diagonal matrix option
- Member OpenKalman::trace (Arg &&arg)
- Redefine as a particular tensor contraction.