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star

(star),
Any stellate or star-shaped structure.
See also: aster, astrosphere, stella, stellula.
[A.S. steorra]

STAR

Abbreviation for:
Scandinavian Total Ankle Replacement
Short-Term Assessment and Rehabilitation team 
signal transduction and activation of RNA
Special Targeted, Abbreviated Review
Specialty Training and Advanced Research
staged abdominal repair
Staphylokinase Recombinant Trial
Start Talking About Recovery
steroidogenic acute regulatory protein 
Study of Tamoxifen and Raloxifene
Systems Test for Alternative Reimbursement

STAR

Oncology A 5-yr clinical study–Study of Tamoxifen And Raloxifene–to determine whether raloxifene helps prevent breast CA in ♀ and whether it has any benefits over tamoxifen–Nolvadex. See MORE, Raloxifene, Tamoxifen.

star

(stahr)
Any stellate structure.
See also: aster, astrosphere, stella, stellula
[A.S. steorra]
References in periodicals archive ?
The interest of the study of almost starlikeness of complex order [lambda] arises from the fact that every almost starlike mapping f of complex order [lambda] is also spirallike with respect to the operator A = (1 - [lambda])[I.sub.n], and hence f is biholomorphic on [OMEGA] (see [1]).
Murugusundaramoorthy, "Subclasses of starlike and convex functions involving Poisson distribution series," Afrika Matematika, vol.
Goodman, "On uniformly starlike functions," Journal of Mathematical Analysis and Applications, vol.
Since [h.sub.1](z) * [h.sub.2](z) is convex in E, z[hi(z) * [h.sub.2](z)]' is starlike in E.
PONNUSAMY, Coefficient inequalities for concave and meromorphically starlike univalent functions, Ann.
Also, let (Eq.) and (Eq.) are the classes of strongly starlike and strongly convex functions of order (Eq.) respectively, that is,
Let [phi] be an analytic and univalent function with positive real part in U with [phi](0) = 1, [phi]'(0) > 0, and [phi] maps the unit disk U onto a region starlike with respect to 1 and symmetric with respect to the real axis.
Reade, "All a-convex functions are univalent and starlike," Proceedings of the American Mathematical Society, vol.
The same authors [9] also obtained the second Hankel determinant and sharp bounds for the familiar subclasses of S, namely, starlike and convex functions denoted by ST and CV, shown that [absolute value of ([a.sup.2][a.sub.4] - [a.sup.2.sub.3])] [less than or equal to] 1 and [absolute value of ([a.sup.2][a.sub.4] - [a.sup.2.sub.3])] [less than or equal to] 1/8 respectively.
In this paper we investigate the so-called extended eigenvalues and extended eigenvectors and cyclicity problems for some convolution operators acting on the space of analytic functions defined on the starlike domain D of the complex plane.
The class [S.sup.*.sub.[alpha]] of starlike functions of order [alpha] < 1 may be defined as
Not long after sunset, the enormous planet appeared as a starlike brightness by the moon, which was at its fullest.