Matrix * NCMatrix -- Product of NCMatrices

i1 : B = threeDimSklyanin(QQ,{1,1,-1},{x,y,z})
--Calling Bergman for NCGB calculation.
Complete!

o1 = B

o1 : NCQuotientRing

i2 : M = ncMatrix {{x, y, z}}

o2 = | x y z |

o2 : NCMatrix

i3 : sigma = ncMap(B,B,{y,z,x})

o3 = NCRingMap B <--- B

o3 : NCRingMap

i4 : N = ncMatrix {{M},{sigma M}, {sigma sigma M}}

o4 = | x y z |
     | y z x |
     | z x y |

o4 : NCMatrix

i5 : L = map(QQ^3,QQ^3,{{2,0,0},{1,2,0},{1,2,3}})

o5 = | 2 0 0 |
     | 1 2 0 |
     | 1 2 3 |

              3       3
o5 : Matrix QQ  <-- QQ

i6 : L*N

o6 = | 2*x       2*y       2*z       |
     | 2*y+x     2*z+y     z+2*x     |
     | 3*z+2*y+x 2*z+y+3*x z+3*y+2*x |

o6 : NCMatrix