cyclotomy

(redirected from Root of unity)
Also found in: Dictionary, Encyclopedia, Wikipedia.

cyclotomy

 [si-klot´ah-me]
incision of the ciliary muscle; cyclicotomy.

cy·clot·o·my

(sī-klot'ō-mē),
Operation of cutting the ciliary muscle.
[cyclo- + G. tomē, incision]

cyclotomy

/cy·clot·o·my/ (si-klot´ah-me) incision of the ciliary muscle.

cyclotomy

(sī-klŏt′ə-mē)
n.
Surgical incision of the ciliary muscle.

cyclotomy

[sīklot′əmē]
a surgical procedure for the correction of a defect in the ciliary muscle of the eye.

cy·clot·o·my

(sī-klot'ŏ-mē)
Operation of cutting the ciliary muscle.
[cyclo- + G. tomē, incision]

cyclotomy

incision of the ciliary muscle; cyclicotomy.
Mentioned in ?
References in periodicals archive ?
When p [not member of] I, with the additional constraint of p not a root of unity, the algebras [degrees]R[([GAMMA]).
This is true when p is not a root of unity (see [Kle15, Section 10.
Let N be a positive integer, [zeta] a primitive Nth root of unity, and q = r[zeta] for 0 [less than or equal to] r [less than or equal to] 1, then if N is even, [[bar.
If d [greater than or equal to] 3 does not divide k, then c(n, k; w) = 0, where w is a primitive d-th root of unity.
For d [greater than or equal to] 3 and w a primitive dth root of unity,
N] = 0; other terms are zero because of the vanishing of q-binomial coefficients, provided q is a primitive Nth root of unity.
N]-graded q-differential algebra with N-differential d, where q is an Nth primitive root of unity, and U = [[OMEGA].
d] iff F vanishes at every primitive d-th root of unity.
Indeed, as [omega] is a primitive prd-th root of unity and <M>([omega]) = 0, it follows from Lemma 9.
Let X be a finite set with [absolute value of X] = n, and [xi][member of]C be a primitive m-th root of unity.
n](q) have been constructed when q is a primitive lth root of unity.
For instance, when q is not a root of unity, then [S.