44 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in InterpAtPoints1d()  argument
49   ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpAtPoints1d()
67 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in InterpTransposeAtPoints1d()  argument
70   ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpTransposeAtPoints1d()
91 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in GradAtPoints1d()  argument
95   ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradAtPoints1d()
114 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in GradTransposeAtPoints1d()  argument
117   ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradTransposeAtPoints1d()
142 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in InterpAtPoints2d()  argument
154     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpAtPoints2d()
162     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in InterpAtPoints2d()
174 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in InterpTransposeAtPoints2d()  argument
183     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in InterpTransposeAtPoints2d()
190     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpTransposeAtPoints2d()
211 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in GradAtPoints2d()  argument
224       if (dim == 0) ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradAtPoints2d()
225       else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradAtPoints2d()
233       if (dim == 1) ChebyshevDerivativeAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradAtPoints2d()
234       else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradAtPoints2d()
247 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in GradTransposeAtPoints2d()  argument
257       if (dim == 1) ChebyshevDerivativeAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradTransposeAtPoints2d()
258       else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradTransposeAtPoints2d()
265       if (dim == 0) ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradTransposeAtPoints2d()
266       else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradTransposeAtPoints2d()
292 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in InterpAtPoints3d()  argument
300     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[2], chebyshev_x);  in InterpAtPoints3d()
309       ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpAtPoints3d()
317       ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in InterpAtPoints3d()
330 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in InterpTransposeAtPoints3d()  argument
336     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[2], chebyshev_x);  in InterpTransposeAtPoints3d()
344       ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in InterpTransposeAtPoints3d()
351       ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in InterpTransposeAtPoints3d()
373 …Hip &data, const CeedInt p, const CeedScalar *__restrict__ r_C, const CeedScalar *__restrict__ r_X,  in GradAtPoints3d()  argument
381     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[2], chebyshev_x);  in GradAtPoints3d()
384     ChebyshevDerivativeAtPoint<Q_1D>(r_X[2], chebyshev_x);  in GradAtPoints3d()
395         if (dim == 0) ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradAtPoints3d()
396         else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradAtPoints3d()
404         if (dim == 1) ChebyshevDerivativeAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradAtPoints3d()
405         else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradAtPoints3d()
421 …                                const CeedScalar *__restrict__ r_X, CeedScalar *__restrict__ r_C) {  in GradTransposeAtPoints3d()  argument
427     ChebyshevPolynomialsAtPoint<Q_1D>(r_X[2], chebyshev_x);  in GradTransposeAtPoints3d()
430     ChebyshevDerivativeAtPoint<Q_1D>(r_X[2], chebyshev_x);  in GradTransposeAtPoints3d()
440         if (dim == 1) ChebyshevDerivativeAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradTransposeAtPoints3d()
441         else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[1], chebyshev_x);  in GradTransposeAtPoints3d()
449         if (dim == 0) ChebyshevDerivativeAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradTransposeAtPoints3d()
450         else ChebyshevPolynomialsAtPoint<Q_1D>(r_X[0], chebyshev_x);  in GradTransposeAtPoints3d()