Sentence examples for exactly one unit from inspiring English sources

Based on a basic problem description (specifying load cases, available technologies, and topographic constraints), the presented framework first employs the P-graph approach for the generation of an initial superstructure containing exactly one unit of each feasible technology.

An allocation specifies the amount of each object j that is assigned to each agent i, when the objects are divisible; when the objects are indivisible and exactly one unit of each object is available, an allocation is interpreted as the probability that agent i is assigned one unit of object j.

In the proposed notation, we postulate that all arithmetic operations require exactly one unit of time to be executed.

Suppose that if one unit is exclusively dedicated to production, exactly one unit of output is produced.

One unit of a consumption good has a price of one at all times so that a payoff of one can buy exactly one unit of the consumption good.

In the 2-unit model, this means that when (q=0) and (widehat {textbf{b}}=textbf{0}), the system supports fixed points in which exactly one unit is active.

A fixed point with exactly one active unit corresponds to a single activity bump on the megamap.

In accordance with the definitions of the operational modes of the megamap, we specify that the 2-unit model is in the combinatorial mode if there exist stable fixed points in which both units are active and in the WTA mode if any stable fixed point has exactly one active unit.

Notice that each column of G and H includes exactly one nonzero (unit) element such that ({mathbf{e}}_{N}^{prime } {mathbf{G}} = {mathbf{e}}_{M}^{prime } {mathbf{H}} = {mathbf{e}}_{NM}^{prime }).

Since (w^{0}-widehat {w}^{mathrm{I}}< 1+widehat {w}^{mathrm{I}} 1-theta) - widehat {w} 1-theta{I}}< 1), a fixed point with exactly one active unit is always stable.

Notice that, as earlier, each column of the transformed constraint matrices includes exactly one nonzero (unit) element so that ({mathbf{e}}_{N}^{prime } {mathbf{G}}_{N times NM} {mathbf{E}}_{J times NM}^{prime } = {mathbf{e}}_{M}^{prime } {mathbf{H}}_{M times NM} {mathbf{E}}_{J times NM}^{prime } = {mathbf{e}}_{J}^{prime }).