```
# NOT RUN {
# Create a matrix that is symmetric, but not positive definite
# The matrix temp has column 6 redundant with cols 1-5
smat <- matrix(1:64, ncol=8)
smat <- smat + t(smat) + diag(rep(20,8)) #smat is 8 by 8 symmetric
temp <- smat[c(1:5, 5:8), c(1:5, 5:8)]
ch1 <- gchol(temp)
print(as.matrix(ch1), digits=4) # print out L
print(diag(ch1)) # Note the zero at position 6
ginv <- solve(ch1) # generalized inverse
diag(ginv) # also has column 6 marked as singular
# }
```

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