In this collection, writers of various ages and across racial, cultural, and gender identities share stories about the period. Each of our twelve authors brings an individual perspective and sensibility.
Argues against the health benefits of menstrual suppression by contraceptives, concentrating on the harmful effects of Depo-Provera and the continuous use of oral contraceptives.
... q— period variance ratio is VRfo) = ^^M (3-21) q • var(rt) where rt(g) = rt_q+i + ••• + rt. Under RW1, VR(g) = 1. For ergodic stationary returns, some algebra shows that VR(g) = i + 2 □ X) ( 1 - - ) Pfc fe=i ^ ?y^ When the variance ...
... Q, three periodic solutions can be observed: two period-1 attractors (Fig. 13(b)) and a large periodic attractor (Fig. 13(a)). A period-adding sequence occurs when R decreases in the range 1500 Q–1454 Q (Figs. 13(b)-(e)). In each case ...
... q-th order variance ratio, V(q), which exploits the linear relationship between the variance of yt and yt + q (see Equation (1.10c)). In the context of asset prices, V(q) is the ratio of the variance of the q-period return to the ...
... period problem with the last setup in period j (j B t). Let d denote the demand in period (T ? 1). Consider a ... q) period problem with q C 1. It is easy to see from Part 1 that J(T ? q) C J(T). If J(T ? q) [ {J(T), J(T) ? 1, ..., T} ...
... period q| a n⌉ i n⌉ ̈a q| ̈a n⌉i n⌉i (m) present value of a q-period deferred, mn-payment annuityimmediate with m payments per interest-conversion period ̈a when the rate of interest is understood present value of an annuity-due ...
... q, where p = period(a), q = period{j3). P Point (b). We refer to Figure 5, when only the. Fig. 5. Two neighbors with a -<-< f3, the case p < q. The shaded part has the period \q — p\, where p = period(a), q = period(/3). 1 Maintain A1, 190 ...
... period 1 0 . The be applied. Here bundle Q period about 1 of the period (Note change that 1 contains neither in standard more Q1 dominates of of living X but in Q less period 0 nor of Q Y 1 0 from as dominates compared his observed Q1 ...
... period, under the multiplication, is (2” – 1). Proof. If Q e Ms., is an ergodic matrix, then for Wu e F:\{0}, it must be Q*"-"v = v. Let v respectively be [10. . .0", [0 1 0. . .0", . . . . [0. . .0 1", then Q*T* = I, xn, i.e. Q is ...