Consider y" (t) + A (t)y (t) + 0, y is a real n-dimensinal vector and A(t) is a real
nxn matrix, continuous on some interval. Some positivity properties of solutions
and conjugate points of y"(t) + A(t)y (t) = 0 appeared in literature. We prove similar
results for focal points
. (1992). SOME RESULTS FOR SOLUTION AND FOCAL
POINTS OF NONSELFADJOINT SECOND ORDER
SYSTEMS. (e31519). Journal of Sciences, Islamic Republic of Iran, 3(2), e31519
MLA
. "SOME RESULTS FOR SOLUTION AND FOCAL
POINTS OF NONSELFADJOINT SECOND ORDER
SYSTEMS" .e31519 , Journal of Sciences, Islamic Republic of Iran, 3, 2, 1992, e31519.
HARVARD
. (1992). 'SOME RESULTS FOR SOLUTION AND FOCAL
POINTS OF NONSELFADJOINT SECOND ORDER
SYSTEMS', Journal of Sciences, Islamic Republic of Iran, 3(2), e31519.
CHICAGO
, "SOME RESULTS FOR SOLUTION AND FOCAL
POINTS OF NONSELFADJOINT SECOND ORDER
SYSTEMS," Journal of Sciences, Islamic Republic of Iran, 3 2 (1992): e31519,
VANCOUVER
. SOME RESULTS FOR SOLUTION AND FOCAL
POINTS OF NONSELFADJOINT SECOND ORDER
SYSTEMS. J. Sci. I. R. I.. 1992;3(2):e31519.