The patrolman said to no one in particular as he pushed between the fat man in the baseball cap and a young boy in levis.

but jumping right up, he staggered in no particular direction.

This Woman had no distinct shape or size and no particular face, but she radiated warmth, a sweet warmth ; ;

A friend of mine in New Mexico said the Court order had caused no particular trouble out there, that all had gone as merry as a marriage bell.

For Rachel, conceded to be the prettiest of the Szold girls -- and she did make a pretty picture sitting in the grape-arbor strumming her guitar and singing in her silvery tones -- there was no particular March counterpart ; ;

Besides, that particular message does no more than weakly echo the roar in all fresh blood.

We no longer use the particular terms of Lessing and Victor Hugo.

It makes no difference what part of the world is involved, what form of regime, what particular issue.

Petitioner was not entitled, either in the administrative hearing at the Department of Justice or at his trial, to inspect the original report of the Federal Bureau of Investigation, since he was furnished a resume of it, did not challenge its accuracy, and showed no particular need for the original report.

While there should be no general age limit or restriction to one sex, there will be particular projects requiring special maturity and some open only to men or to women.

The jail authorities -- attaching no particular significance to the episode -- offered Barco whisky to revive him ; ;

Even though the registers may have an incomplete record of persons present in a particular area or include persons no longer living there, they contain precise information on ages, by date of birth, for some of the persons present ( especially children in relatively stable communities ) and supplementary information ( such as records of marital status ) for many others.

For no particular reason, other than that the writer felt it might -- just might -- encourage both mates to be in attendance.

But when what is new in a particular context is also fairly obvious, there is normally only light stress or no stress at all.

The actual mean of 1.07 being about halfway between 0 of complete correlation and 2.0 of no correlation, it is evident that there is a pretty fair degree of similarity in the behavior even of particular individual items of meaning as regards long-term stem displacement.

Mr. Nixon, he believes, has no particular political philosophy and mismanaged his own campaign.

Some alphabets today, such as the Hanuno ' o script, are learned one letter at a time, in no particular order, and are not used for collation where a definite order is required.

Although " android " is used almost universally to refer to both sexes, and those of no particular sex, " android " technically refers to the male form, while " gynoid " is the feminine form.

As Daniels used the word, an abugida contrasts with a syllabary, where letters with shared consonants or vowels show no particular resemblance to each another, and with an alphabet proper, where independent letters are used to denote both consonants and vowels.

The same argument proves that no subfield of the real field is algebraically closed ; in particular, the field of rational numbers is not algebraically closed.

" Thus Ambrose refused to be drawn into a false conflict over which particular local church had the " right " liturgical form where there was no substantial problem.

In particular, there is no change in burial practice, and tumulus warrior graves continued to be erected throughout Merovingian times.

Because of this, its main stars have no particular pattern and it is devoid of bright deep-sky objects.

However, there is no universal standard for the Goðar amongst organizations, and the title is usually only significant to the particular group with whom they work.

A subset of Euclidean space in particular is called compact if it is closed and bounded.

According to Dumezil it falls into a particular subset of celestial gods, referred to in histories of religion as frame gods.

Although the words faith and belief are sometimes erroneously conflated and used as synonyms, faith properly refers to a particular type ( or subset ) of belief, as defined above.

An event is defined as a particular subset of the sample space to be considered.

A particular subset of fricatives are the sibilants.

Then is a totally ordered subset of A, hence there exists a maximal totally ordered subset containing, in particular A contains a maximal totally ordered subset.

In particular, every continuous function on a separable space whose image is a subset of a Hausdorff space is determined by its values on the countable dense subset.

A first countable, separable Hausdorff space ( in particular, a separable metric space ) has at most the continuum cardinality c. In such a space, closure is determined by limits of sequences and any sequence has at most one limit, so there is a surjective map from the set of convergent sequences with values in the countable dense subset to the points of X.

* A subset of a language used for a particular purpose or in a particular social setting.

There are currently 20, 000 speakers of a subset of the Dutch dialect West Flemish in the arrondissement of Dunkirk and this particular subset is in danger of extinction within decades.

In particular, the convex hull of a subset of size m + 1 ( of the n + 1 defining points ) is an m-simplex, called an m-face of the n-simplex.

It can be shown as a consequence of the above properties that μ ( U ) > 0 for every non-empty open subset U. In particular, if G is compact then μ ( G ) is finite and positive, so we can uniquely specify a left Haar measure on G by adding the normalization condition μ ( G ) = 1.

This result matched the overall goal of whole language instruction and supported the use of phonics for a particular subset of reading skills, especially in the earliest stages of reading instruction.

They can oversee the selection of particular designated portions of a master document to produce different versions of the same document ( such as a " tutorial " or a " quick-reference guide ," where both of these consist of a subset of the material ).

In particular, any subset of the x < sub > i </ sub > has a marginal distribution that is also multivariate normal.

* Suppose that is a sequence of Lipschitz continuous mappings between two metric spaces, and that all have Lipschitz constant bounded by some K. If ƒ < sub > n </ sub > converges to a mapping ƒ uniformly, then ƒ is also Lipschitz, with Lipschitz constant bounded by the same K. In particular, this implies that the set of real-valued functions on a compact metric space with a particular bound for the Lipschitz constant is a closed and convex subset of the Banach space of continuous functions.

In particular the set of all real-valued Lipschitz functions on a compact metric space X having Lipschitz constant ≤ K is a locally compact convex subset of the Banach space C ( X ).

* In functional analysis, a subset S of a topological vector space V is complete if its span is dense in V. In the particular case of Hilbert spaces ( or more generally, inner product spaces ), an orthonormal basis is a set that is both complete and orthonormal.