Abstract
In this note, we characterize Chebyshev subalgebras of unital JB-algebras. We exhibit that if B is Chebyshev subalgebra of a unital JB-algebra A, then either B is a trivial subalgebra of A or A= H R .l, where H is a Hilbert space
(1998). CHEBYSHEV SUBALGEBRAS OF JB-ALGEBRAS. Journal of Sciences, Islamic Republic of Iran, 9(4), -.
. "CHEBYSHEV SUBALGEBRAS OF JB-ALGEBRAS", Journal of Sciences, Islamic Republic of Iran, 9, 4, 1998, -.
(1998). 'CHEBYSHEV SUBALGEBRAS OF JB-ALGEBRAS', Journal of Sciences, Islamic Republic of Iran, 9(4), pp. -.
, "CHEBYSHEV SUBALGEBRAS OF JB-ALGEBRAS," Journal of Sciences, Islamic Republic of Iran, 9 4 (1998): -,
CHEBYSHEV SUBALGEBRAS OF JB-ALGEBRAS. Journal of Sciences, Islamic Republic of Iran, 1998; 9(4): -.