67   for (CeedInt elem = blockIdx.x; elem < num_elem; elem += gridDim.x) {  in InterpAtPoints()  local
69       const CeedScalar *cur_u = &u[elem * u_stride + comp * u_comp_stride];  in InterpAtPoints()
70       CeedScalar       *cur_v = &v[elem * v_stride + comp * v_comp_stride];  in InterpAtPoints()
108 …ChebyshevPolynomialsAtPoint<BASIS_Q_1D>(coords[elem * v_stride + d * v_comp_stride + p], chebyshev…  in InterpAtPoints()
150   for (CeedInt elem = blockIdx.x; elem < num_elem; elem += gridDim.x) {  in InterpTransposeAtPoints()  local
152       const CeedScalar *cur_u = &u[elem * u_stride + comp * u_comp_stride];  in InterpTransposeAtPoints()
153       CeedScalar       *cur_v = &v[elem * v_stride + comp * v_comp_stride];  in InterpTransposeAtPoints()
165         if (p >= points_per_elem[elem]) continue;  in InterpTransposeAtPoints()
175 …ChebyshevPolynomialsAtPoint<BASIS_Q_1D>(coords[elem * u_stride + d * u_comp_stride + p], chebyshev…  in InterpTransposeAtPoints()
248   for (CeedInt elem = blockIdx.x; elem < num_elem; elem += gridDim.x) {  in GradAtPoints()  local
250       const CeedScalar *cur_u = &u[elem * u_stride + comp * u_comp_stride];  in GradAtPoints()
280           CeedScalar *cur_v = &v[elem * v_stride + dim_1 * v_dim_stride + comp * v_comp_stride];  in GradAtPoints()
291 …if (dim_1 == dim_2) ChebyshevDerivativeAtPoint<BASIS_Q_1D>(coords[elem * v_stride + dim_2 * v_comp…  in GradAtPoints()
292 …else ChebyshevPolynomialsAtPoint<BASIS_Q_1D>(coords[elem * v_stride + dim_2 * v_comp_stride + p], …  in GradAtPoints()
337   for (CeedInt elem = blockIdx.x; elem < num_elem; elem += gridDim.x) {  in GradTransposeAtPoints()  local
339       CeedScalar *cur_v = &v[elem * v_stride + comp * v_comp_stride];  in GradTransposeAtPoints()
351         if (p >= points_per_elem[elem]) continue;  in GradTransposeAtPoints()
353 …       const CeedScalar *cur_u = &u[elem * u_stride + dim_1 * u_dim_stride + comp * u_comp_stride];  in GradTransposeAtPoints()
364 …if (dim_1 == dim_2) ChebyshevDerivativeAtPoint<BASIS_Q_1D>(coords[elem * u_stride + dim_2 * u_comp…  in GradTransposeAtPoints()
365 …else ChebyshevPolynomialsAtPoint<BASIS_Q_1D>(coords[elem * u_stride + dim_2 * u_comp_stride + p], …  in GradTransposeAtPoints()