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===================================
Test of Determinant routines
===================================
Real matrix
X = [[0.764873 0.355365 -0.946328 -0.0494359 1.02093]
[-1.13073 -0.556704 0.403829 -0.235643 1.25461]
[0.452336 1.00977 -0.129499 -0.268905 1.00032]
[-0.451817 0.251912 0.28002 -1.53793 -1.12474]
[1.36468 -0.902459 -0.439783 1.67876 0.369076]]
det(X) = -3.0656
X = [[0.611692 -0.534532 0.103149 0.14747 -0.166006]
[-0.0799272 1.51576 -0.86184 -1.17376 0.445168]
[-0.101654 -0.116042 -0.420697 0.114017 0.361577]
[1.02917 1.18937 0.297823 0.522963 -0.741776]
[-1.37943 -0.105928 -0.286478 -0.556702 0.485322]]
det(X) = 0.141693
Complex matrix
X = [[0.178492+0.704202i 0.743216-0.443451i -0.802313+0.783623i -0.145369-0.0309792i -0.209132+0.394894i]
[-0.0609598-0.284082i -1.16267+0.999606i -0.87016+1.1201i -0.433019+1.0476i 0.211864-0.918654i]
[0.668861-0.108213i -0.725603+0.0559068i 0.0713311-0.131199i 0.653553+0.916184i -0.625162-0.943399i]
[0.131127+0.774733i 0.214591-0.161286i 1.22998+1.08696i -0.210851-0.0526413i 0.429391-0.538272i]
[-0.396762+0.109828i 0.557317-0.667273i 0.310264+0.650456i -0.0937395+0.192222i 0.561267-0.750045i]]
det(X) = 1.63944-3.73415i
X = [[0.219214-0.141661i 0.176139-0.276432i 0.83024-1.29979i -0.291467+0.780305i 0.204412+0.926516i]
[0.100501+1.05596i 1.01785-0.561079i -0.248716-0.630004i -0.675195-0.038722i 1.29624-0.103014i]
[0.126522-0.348387i -0.23416+0.548687i -0.183664+1.09633i -0.761494+1.61663i -0.093321+0.28428i]
[-0.2209+0.166731i 0.319975+0.714349i -0.147774-0.213195i -0.294119-0.799369i -0.806121+0.623665i]
[-0.540764+0.476032i 0.045842-1.01049i -0.169277-0.432241i 0.267765-1.08489i -0.869934-0.703924i]]
det(X) = -5.94166-3.9102i
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