1227 78.1 Special matrices 1230 78.2 Matrix factorizations 1232 78.3 Orthogonal matrices (AbstractQ) 1232 78.4 Standard functions 1234 78.5 Low-level matrix operations 1329 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1228 78.1 Special matrices 1231 78.2 Matrix factorizations 1233 78.3 Orthogonal matrices (AbstractQ) 1233 78.4 Standard functions 1235 78.5 Low-level matrix operations 1330 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1228 78.1 Special matrices 1231 78.2 Matrix factorizations 1233 78.3 Orthogonal matrices (AbstractQ) 1233 78.4 Standard functions 1235 78.5 Low-level matrix operations 1330 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1222 78.1 Special matrices 1225 78.2 Matrix factorizations 1227 78.3 Orthogonal matrices (AbstractQ) 1227 78.4 Standard functions 1229 78.5 Low-level matrix operations 1323 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1221 78.1 Special matrices 1224 78.2 Matrix factorizations 1226 78.3 Orthogonal matrices (AbstractQ) 1226 78.4 Standard functions 1228 78.5 Low-level matrix operations 1322 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1228 78.1 Special matrices 1231 78.2 Matrix factorizations 1233 78.3 Orthogonal matrices (AbstractQ) 1233 78.4 Standard functions 1235 78.5 Low-level matrix operations 1330 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1227 78.1 Special matrices 1230 78.2 Matrix factorizations 1232 78.3 Orthogonal matrices (AbstractQ) 1232 78.4 Standard functions 1234 78.5 Low-level matrix operations 1329 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1227 78.1 Special matrices 1230 78.2 Matrix factorizations 1232 78.3 Orthogonal matrices (AbstractQ) 1232 78.4 Standard functions 1234 78.5 Low-level matrix operations 1329 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1225 78.1 Special matrices 1228 78.2 Matrix factorizations 1230 78.3 Orthogonal matrices (AbstractQ) 1230 78.4 Standard functions 1232 78.5 Low-level matrix operations 1326 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix

1225 78.1 Special matrices 1228 78.2 Matrix factorizations 1230 78.3 Orthogonal matrices (AbstractQ) 1230 78.4 Standard functions 1232 78.5 Low-level matrix operations 1327 78.6 BLAS functions transpose of real Factorizations are wrapped as AdjointFactorization. ### 78.3 Orthogonal matrices (AbstractQ) Some matrix factorizations generate orthogonal/unitary "matrix" factors. These factorizations multiplication code allows for in-place modification during multiplication. Furthermore, objects of specific AbstractQ subtypes as those created via qr, hessenberg and lq can behave like a square or a rectangular matrix