The proposed scheme uses an elliptic curve (EC)
isomorphic to a given ordered Mordell elliptic curve (MEC) [E.sub.p,b] over [F.sub.p], where p [equivalent to] 2 (mod 3).
We prove that the C* algebra [T.sup.(n).sub.[[infinity],[infinity]] generated by Toeplitz operator with bounded vertical symbols that have limit values at y = -[infinity], [infinity] acting on Fock space is
isomorphic and isometric to the C*-algebra D.
In accordance with the previous hypothesis, the positive coefficient on geographical distance interaction indicates that the correlations between spatial distance and
isomorphic diffusion will be greatly weakened after the growth period.
End([G.sub.i]) [congruent to] End(H) for some group H [??] [G.sub.i], then the direct products [G.sub.1] x [??] x [G.sub.n] and [G.sub.1] x [??] x [G.sub.i-1] x H x [G.sub.i+1] x [??] x [G.sub.n] can have
isomorphic endomorphism monoids.
Certainly, the group in this manner and PSL(2, Z) are
isomorphic. In other words, PSL(2, Z) is considered as a group acting on [H.sup.2] by linear fractional transformation, that is,
If [G.sub.1] is weak
isomorphic to [G.sub.2] and if [G.sub.1] is strong then [G.sub.2] is also strong.
If k =0, then G is
isomorphic to S([C.sub.3], [P.sub.l], [C.sub.3]).
Moreover, [A.sub.n] (q) [??] [A.sub.n] ([q.sup.-1]) is
isomorphic to [H.sub.n](p, q) as a Hopf algebra (see [8, Theorem 3.3]).
If [v.sub.2][u.sub.2] [member of] E([bar.G]) then G is
isomorphic to 5(3,1).
(i) [Q.sub.h](111)[W(1 0)] is
isomorphic to [Q.sub.h]-1(111).