pbig — eigen-projection
[Q,M]=pbig(A,thres,flag)
Projection on eigen-subspace associated with eigenvalues with real
part >= thres (flag='c') or
with magnitude >= thres
(flag='d').
The projection is defined by Q*M, Q is
full column rank, M is full row rank and
M*Q=eye.
If flag='c', the eigenvalues of
M*A*Q = eigenvalues of A with real part
>= thres.
If flag='d', the eigenvalues of
M*A*Q = eigenvalues of A with magnitude
>= thres.
If flag='c' and if [Q1,M1] =
full rank factorization (fullrf) of
eye()-Q*M then eigenvalues of M1*A*Q1 =
eigenvalues of A with real part <
thres.
If flag='d' and if [Q1,M1] =
full rank factorization (fullrf) of
eye()-Q*M then eigenvalues of M1*A*Q1 =
eigenvalues of A with magnitude <
thres.