# nonincreasing

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4 matching pages ♦

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## 4 matching pages

##### 1: 1.4 Calculus of One Variable

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###### §1.4(i) Monotonicity

… ►Similarly for*nonincreasing*and*decreasing*(*strictly decreasing*) functions. … ►If ${f}^{\prime}(x)\ge 0$ ($\le 0$) ($=0$) for all $x\in (a,b)$, then $f$ is nondecreasing (nonincreasing) (constant) on $(a,b)$. …##### 2: 35.4 Partitions and Zonal Polynomials

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*partition*$\kappa =({k}_{1},\mathrm{\dots},{k}_{m})$ is a vector of nonnegative integers, listed in nonincreasing order. …##### 3: 26.12 Plane Partitions

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*plane partition*, $\pi $, of a positive integer $n$, is a partition of $n$ in which the parts have been arranged in a 2-dimensional array that is weakly decreasing (nonincreasing) across rows and down columns. …##### 4: 2.8 Differential Equations with a Parameter

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►The regions of validity ${\mathbf{\Delta}}_{j}({\alpha}_{j})$ comprise those points $\xi $ that can be joined to ${\alpha}_{j}$ in $\mathbf{\Delta}$ by a path ${\mathcal{Q}}_{j}$ along which $\mathrm{\Re}v$ is nondecreasing $(j=1)$ or nonincreasing
$(j=2)$ as $v$ passes from ${\alpha}_{j}$ to $\xi $.
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