# decrescent

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## de·cres·cent

(dĭ-krĕs′ənt)

[Latin dēcrēscēns, dēcrēscent-, present participle of dēcrēscere, to decrease; see decrease.]

## decrescent

(dɪˈkrɛsənt)
(Astronomy) (esp of the moon) decreasing; waning
[C17: from Latin dēcrescēns growing less; see decrease]
deˈcrescence n
Collins English Dictionary – Complete and Unabridged, 12th Edition 2014 © HarperCollins Publishers 1991, 1994, 1998, 2000, 2003, 2006, 2007, 2009, 2011, 2014

## de•cres•cent

(dɪˈkrɛs ənt)

waning; diminishing; decreasing.
[1600–10; < Latin dēcrēscent-, s. of dēcrēscēns, present participle of dēcrēscere to decrease; see -ent]
de•cres′cence, n.
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References in periodicals archive ?
The two largest national producers of this spice, in decrescent order, are the state of Para (North) and Espirito Santo (Southeast), highlighting the municipality of Sao Mateus-ES.
"I am willing to go -10, decrescent. I do not care.
For some positive [gamma] and some positive definite function F([x.sub.0]), there exists a locally Lipschitz continuous positive definite decrescent, radially unbounded solution V([x.sub.0], t) of the Hamilton-Jacobi-Isaacs (HJI) inequality
Furthermore, estimate (32) and inequality (33) show that the function V(t, X) is radially unbounded and decrescent, respectively.
In Figure 2, we have a crescent and decrescent violin notes scale sequence.
A function V(t, x) [greater than or equal to] 0 is said to be decrescent if there exists a function b(r) such that b(0) = 0, b(r) is strictly monotonically increasing in r, and V(t,x) [less than or equal to] b([parallel]x[parallel]), (t,x) [member of] D.
The advantage of less computation complexity is not evident as the observation vector number increases in the PEF, while the decrescent rate of the multiplicational cost error for the two filters reduces more slowly than that of the additional cost error.
If there exists a positive-definite decrescent radially unbounded function V(x, t) [member of] [C.sup.2,1]([R.sup.d] x [[t.sub.0], [infinity]); [R.sub.+]) such that LV(x, t) is negative-definite, then the trivial solution of (15) is stochastically asymptotically stable in the large.
A defined conditioning status is particularly needed for hygroscopic materials like polyamides due to decrescent stiffness with an increasing moisture content [21].

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