Sentence examples for in a formed from inspiring English sources

At 08 45 a patrol sent out towards Oghratina saw 600 Ottoman soldiers marching towards Katia in open order in two long lines about 1.5 mile away, followed by more troops in a formed body, and cavalry advancing to the south west to surround Katia.

Considering springback occurred in a formed part is significant for designing tools and dies.

Based on economic effectiveness, the Cournot game defines a market space every competitor in a formed natural oligopoly is able to fulfill.

At 8 weeks after xenotransplantation, the frequencies of SP and MP cells in a formed tumour derived from 1 × 10 SP cells were analysed ex vivo.

I remember filling in a form for a school trip.

A man in a worn leather jacket is getting help filling in a form.

(7) Upper approximation of X in A - formed by the union of all elementary sets of A having a nonempty intersection with X, i.e., the smallest definable set in A containing X: A_{text{sup}}(X) = left{x in U | [x]_{R} cap X neq emptysetright}.

Upper approximation of X in A - formed by the union of all elementary sets of A having a nonempty intersection with X, i.e., the smallest definable set in A containing X: A_{text{sup}}(X) = left{x in U | [x]_{R} cap X neq emptysetright}.

Besides, based on a rough classification of set X⊆U, we can identify the following regions in approximation space A=(U,R): Positive region of X in A - formed by the union of all elementary sets of U fully contained in X: text{pos}, X) = A_{text{inf}}left(Xright). (9) Negative region of X in A - formed by the elementary sets of U that have no elements in X: text{neg};(X) = U - A_{text{sup}}(X).

Lower approximation of X in A - formed by the union of all elementary sets of A fully contained in X, i.e., the largest definable set in A contained in X: A_{text{inf}}(X) = left{x in U | [x]_{R} subseteq Xright}.

Negative region of X in A - formed by the elementary sets of U that have no elements in X: text{neg};(X) = U - A_{text{sup}}(X).