hub / github.com/andeya/algorithm / unblockedMultQRight

Function unblockedMultQRight

matops/qrwym.go:112–183 · view source on GitHub ↗

* * Unblocked algorith for computing C = C*Q.T and C = C*Q. * * Q = H(1)H(2)...H(k) where elementary reflectors H(i) are stored on i'th column * below diagonal in A. * * Q.T = (H1(1)*H(2)*...*H(k)).T * = H(k).T*...*H(2).T*H(1).T * = H(k)...H(2)H(1) * * Progressing A fro

(C, A, tau, w *matrix.FloatMatrix, flags Flags)

Source from the content-addressed store, hash-verified

source not stored for this graph (policy: none)

Callers 1

MultQFunction · 0.85

Calls 12

partition2x2Function · 0.85

partition1x2Function · 0.85

partition2x1Function · 0.85

repartition2x2to3x3Function · 0.85

repartition1x2to1x3Function · 0.85

repartition2x1to3x1Function · 0.85

applyHHTo2x1Function · 0.85

continue3x3to2x2Function · 0.85

continue1x3to1x2Function · 0.85

continue3x1to2x1Function · 0.85

RowsMethod · 0.65

ColsMethod · 0.65

Tested by

no test coverage detected