Functions§
- _acb_
mat_ ⚠charpoly - _acb_
mat_ ⚠companion - _acb_
mat_ ⚠diag_ prod - _acb_
mat_ ⚠vector_ mul_ col - _acb_
mat_ ⚠vector_ mul_ row - acb_
mat_ ⚠add - acb_
mat_ ⚠add_ error_ mag - acb_
mat_ ⚠allocated_ bytes - acb_
mat_ ⚠approx_ eig_ qr - acb_
mat_ ⚠approx_ inv - acb_
mat_ ⚠approx_ lu - acb_
mat_ ⚠approx_ mul - acb_
mat_ ⚠approx_ solve - acb_
mat_ ⚠approx_ solve_ lu_ precomp - acb_
mat_ ⚠approx_ solve_ tril - acb_
mat_ ⚠approx_ solve_ triu - acb_
mat_ ⚠bound_ frobenius_ norm - acb_
mat_ ⚠bound_ inf_ norm - acb_
mat_ ⚠charpoly - acb_
mat_ ⚠clear - acb_
mat_ ⚠companion - acb_
mat_ ⚠conjugate - acb_
mat_ ⚠conjugate_ transpose - acb_
mat_ ⚠contains - acb_
mat_ ⚠contains_ fmpq_ mat - acb_
mat_ ⚠contains_ fmpz_ mat - acb_
mat_ ⚠det - acb_
mat_ ⚠det_ lu - acb_
mat_ ⚠det_ precond - acb_
mat_ ⚠dft - acb_
mat_ ⚠diag_ prod - acb_
mat_ ⚠eig_ enclosure_ rump - acb_
mat_ ⚠eig_ global_ enclosure - acb_
mat_ ⚠eig_ multiple - acb_
mat_ ⚠eig_ multiple_ rump - acb_
mat_ ⚠eig_ simple - acb_
mat_ ⚠eig_ simple_ rump - acb_
mat_ ⚠eig_ simple_ vdhoeven_ mourrain - acb_
mat_ ⚠entry_ ptr - acb_
mat_ ⚠eq - acb_
mat_ ⚠equal - acb_
mat_ ⚠exp - acb_
mat_ ⚠exp_ taylor_ sum - acb_
mat_ ⚠find_ pivot_ partial - acb_
mat_ ⚠fprintd - acb_
mat_ ⚠frobenius_ norm - acb_
mat_ ⚠get_ imag - acb_
mat_ ⚠get_ mid - acb_
mat_ ⚠get_ real - acb_
mat_ ⚠indeterminate - acb_
mat_ ⚠init - acb_
mat_ ⚠inv - acb_
mat_ ⚠is_ diag - acb_
mat_ ⚠is_ empty - acb_
mat_ ⚠is_ exact - acb_
mat_ ⚠is_ finite - acb_
mat_ ⚠is_ real - acb_
mat_ ⚠is_ square - acb_
mat_ ⚠is_ tril - acb_
mat_ ⚠is_ triu - acb_
mat_ ⚠is_ zero - acb_
mat_ ⚠lu - acb_
mat_ ⚠lu_ classical - acb_
mat_ ⚠lu_ recursive - acb_
mat_ ⚠mul - acb_
mat_ ⚠mul_ classical - acb_
mat_ ⚠mul_ entrywise - acb_
mat_ ⚠mul_ reorder - acb_
mat_ ⚠mul_ threaded - acb_
mat_ ⚠ne - acb_
mat_ ⚠neg - acb_
mat_ ⚠one - acb_
mat_ ⚠onei - acb_
mat_ ⚠ones - acb_
mat_ ⚠overlaps - acb_
mat_ ⚠pow_ ui - acb_
mat_ ⚠printd - acb_
mat_ ⚠randtest - acb_
mat_ ⚠randtest_ eig - acb_
mat_ ⚠scalar_ addmul_ acb - acb_
mat_ ⚠scalar_ addmul_ arb - acb_
mat_ ⚠scalar_ addmul_ fmpz - acb_
mat_ ⚠scalar_ addmul_ si - acb_
mat_ ⚠scalar_ div_ acb - acb_
mat_ ⚠scalar_ div_ arb - acb_
mat_ ⚠scalar_ div_ fmpz - acb_
mat_ ⚠scalar_ div_ si - acb_
mat_ ⚠scalar_ mul_ 2exp_ si - acb_
mat_ ⚠scalar_ mul_ acb - acb_
mat_ ⚠scalar_ mul_ arb - acb_
mat_ ⚠scalar_ mul_ fmpz - acb_
mat_ ⚠scalar_ mul_ si - acb_
mat_ ⚠set - acb_
mat_ ⚠set_ arb_ mat - acb_
mat_ ⚠set_ fmpq_ mat - acb_
mat_ ⚠set_ fmpz_ mat - acb_
mat_ ⚠set_ real_ imag - acb_
mat_ ⚠set_ round_ arb_ mat - acb_
mat_ ⚠set_ round_ fmpz_ mat - acb_
mat_ ⚠solve - acb_
mat_ ⚠solve_ lu - acb_
mat_ ⚠solve_ lu_ precomp - acb_
mat_ ⚠solve_ precond - acb_
mat_ ⚠solve_ tril - acb_
mat_ ⚠solve_ tril_ classical - acb_
mat_ ⚠solve_ tril_ recursive - acb_
mat_ ⚠solve_ triu - acb_
mat_ ⚠solve_ triu_ classical - acb_
mat_ ⚠solve_ triu_ recursive - acb_
mat_ ⚠sqr - acb_
mat_ ⚠sqr_ classical - acb_
mat_ ⚠sub - acb_
mat_ ⚠swap - acb_
mat_ ⚠swap_ entrywise - acb_
mat_ ⚠swap_ rows - acb_
mat_ ⚠trace - acb_
mat_ ⚠transpose - acb_
mat_ ⚠vector_ mul_ col - acb_
mat_ ⚠vector_ mul_ row - acb_
mat_ ⚠window_ clear - acb_
mat_ ⚠window_ init - acb_
mat_ ⚠zero