F16 – further linear algebra support routines
- F16 Introduction
- f16dl – Sum elements of integer vector
- nag_blast_isum
- f16dn – Maximum value and location, integer vector
- nag_blast_imax_val
- f16dp – Minimum value and location, integer vector
- nag_blast_imin_val
- f16dq – Maximum absolute value and location, integer vector
- nag_blast_iamax_val
- f16dr – Minimum absolute value and location, integer vector
- nag_blast_iamin_val
- f16ea – Dot product of two vectors, allows scaling and accumulation.
- nag_blast_ddot
- f16ec – Real weighted vector addition
- nag_blast_daxpby
- f16eh – Real weighted vector addition preserving input
- nag_blast_dwaxpby
- f16el – Sum elements of real vector
- nag_blast_dsum
- f16gc – Complex weighted vector addition
- nag_blast_zaxpby
- f16gh – Complex weighted vector addition preserving input
- nag_blast_zwaxpby
- f16gl – Sum elements of complex vector
- nag_blast_zsum
- f16jn – Maximum value and location, real vector
- nag_blast_dmax_val
- f16jp – Minimum value and location, real vector
- nag_blast_dmin_val
- f16jq – Maximum absolute value and location, real vector
- nag_blast_damax_val
- f16jr – Minimum absolute value and location, real vector
- nag_blast_damin_val
- f16js – Maximum absolute value and location, complex vector
- nag_blast_zamax_val
- f16jt – Minimum absolute value and location, complex vector
- nag_blast_zamin_val
- f16rb – 1-norm, ∞-norm, Frobenius norm, largest absolute element, real band matrix
- nag_blast_dgb_norm
- f16ub – 1-norm, ∞-norm, Frobenius norm, largest absolute element, complex band matrix
- nag_blast_zgb_norm
