Sentence examples for an arbitrary collection of from inspiring English sources

It's like being at a very strange dinner party with an arbitrary collection of people, none of whom seem to know the host.

We characterize the initial and long run information sharing network for an arbitrary collection of sensors operating in an autoregressive environment.

Either the idea of a set as an arbitrary collection of already defined objects was flawed, or else the idea that one could legitimately form the set of all sets of a given kind was incorrect.

(2011), based on earlier work of Camar-Eddine and Seppecher (2003), is given for constructing a truss structure, with elements under either compression or tension, that supports an arbitrary collection of balanced forces at the vertices of a convex polygon.

They can be friends, family and/or an arbitrary collection of people conjoined by capitalism (often involving the distribution of bi-weekly paychecks).

Take an arbitrary collection of properties, say {weighing more than 10kgs, bearing the name "Oscar", having a passion for garden gloves, being a devotee of the number 17}.

If the universal is defined as the collection, then any arbitrary collection of individuals would be a universal and therefore would be a species or genus (King 2004).

It is shown that,Qv=2[k2]L.The stereological relationship is geometrically general and it is applicable to any arbitrary collection of smooth surfaces.

Chan, Euclidean bounded-degree spanning tree ratios, Discrete & Computational Geometry 32 (2004) 177 194], we show that, for any arbitrary collection of points in the Euclidean plane, there always exists a degree-4 spanning tree of weight at most (√2+2)/3<1.1381 times the weight of an MST.

We use the following quartet rules in this paper: (R1) { ab | cd, ab | ce } ⊩ ab | de (R2) { ab | cd, ac | de } ⊩ ab | ce For the purposes of this paper, we define the closure of an arbitrary collection Q of quartets, denoted Q∗, as the minimal set of quartets that contains Q, and has the property that if for some q1, q2∈ Q∗, { q1, q2}⊩ q3 using either (R1) or (R2), then q3∈ Q∗.

By abstracting the gothic script of The New York Times Magazine's logotype, we reduced it to a seemingly arbitrary collection of geometric shapes.