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This one is priceless:
http://www.trnty.edu/faculty/robbert/SRobbertWebFolder/ChristianityMath/LinearAlgebra.html
There's a lot more at:2 Corin 3:7-18
The eigenspace of an eigenvalue l is the collection of all vectors u that are mapped to lu under the action of a fixed matrix. It is important to note that u choices exclude the zero vector because the zero vector always is mapped to itself under this type of transformation. On our own, we are like the zero vector because no matter what we try, we cannot move away from out sinful status. However, through the grace of Christ, we are transformed from being a zero vector to the eigenspace of the redeemed (the likeness of Christ).
http://www.trnty.edu/faculty/robbert/SRobbertWebFolder/ChristianityMath/LinearAlgebra.html
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