In literature:
As soon as we understand a phrase we analyse it and criticise each of its elements.
"Introduction to the Study of History" by Charles V. Langlois
The inferior clergy were of course in their element.
"Ireland as It Is" by Robert John Buckley (AKA R.J.B.)
To remove an element it is simply necessary to unbolt the connectors, remove the glass cover and hold-down and lift wit the element.
"The Automobile Storage Battery" by O. A. Witte
In such preparations the morphological elements have preserved their shape completely.
"Histology of the Blood" by Paul Ehrlich
That art was of highest excellence, he wrote, which possessed most elements of variety and universality.
"Thoughts on Art and Life" by Leonardo da Vinci
This is seen to advantage when their most similar elements are compared.
"The Religious Sentiment" by Daniel G. Brinton
The setting in the latter case is used as an adjunct to the element of character instead of to the element of action.
"A Manual of the Art of Fiction" by Clayton Hamilton
But the process never really stopped; from beginning to end new elements were constantly absorbed and old elements dropped.
"Landmarks in the History of Early Christianity" by Kirsopp Lake
But his system was non-Christian, because it excludes the element of mediation.
"Monophysitism Past and Present" by A. A. Luce
The material element in modern life is far greater than in ancient; but it does not follow that the spiritual element is correspondingly less.
"Five Stages of Greek Religion" by Gilbert Murray
It contains within itself all the elements which nourish the body.
"Special Report on Diseases of Cattle" by U.S. Department of Agriculture
And once in, would he not prove a most dangerous element?
"Carmen Ariza" by Charles Francis Stocking
Subordination is an essential element of human happiness.
"Hours in a Library" by Leslie Stephen
But this self-consciousness and self-adjustment to a given end is an element of strength and not of weakness.
"Whitman" by John Burroughs
Even to-day these tonal centres are still used; for they are elemental, like the primitive colors of the spectroscope.
"Music: An Art and a Language" by Walter Raymond Spalding
This personal element will be found to dominate the activities, conversation and interests of the Alimentive.
"How to Analyze People on Sight" by Elsie Lincoln Benedict and Ralph Paine Benedict
Other elements of feudalism.
"History of Human Society" by Frank W. Blackmar
The alliance of element with element is necessary; they divide their task.
"Toilers of the Sea" by Victor Hugo
The chemist is the man who has determined for us the existence and the distribution of the seventy elements.
"Earth and Sky Every Child Should Know" by Julia Ellen Rogers
Here a new element becomes active, an element which at best existed only in the germ at the time when monogamy developed: individual sexlove.
"The Origin of the Family Private Property and the State" by Frederick Engels
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In poetry:
Four elements, joined in
Harmonious strife,
Shadow the world forth,
And typify life.
"Punch Song" by Friedrich von Schiller
Don't fear the flaming element
Thee hurt with burning ire;
Or that the scorching heart torment:
Thy Husband made the fire.
"The Believer's Jointure : Chapter II." by Ralph Erskine
Where nothing properly had name
Save that still element the air,
Burnt sea of universal frame
In which impounded now we were:
"Shadow And Shade" by Allen Tate
We read it pensively and knew
Some element of precious gain
Had come to it from wounds and pain,
And mightily its meaning grew.
"Our Legend" by Maurice Thompson
The summer clouds lay pitched like tents
In meads of heavenly azure;
And each dread gun of the elements
Slept in its hid embrasure.
"Music In Camp" by John Reuben Thompson
Wave of the wilderness, adieu--
Adieu, ye rocks, ye wilds, ye woods!
Roll on, thou Element of blue,
And fill these awful solitudes!
"Lake Superior" by Samuel Griswold Goodrich
In news:
If confirmed, the achievement will mark the first time Japan has discovered a new element, and should make Japan the first Asian country with naming rights to a member of the periodic table.
Japanese scientists claim first synthesis of element 113 .
Scientists in Japan are claiming to be the first to synthesize element 113 , ununtrium.
Elusive element 113 created at last, Japanese researchers say.
Elusive element 113 may be confirmed.
Elemental vs Compound Personality Traits.
Isilon founder joins Elemental 's board.
Emmanuel Vaughn-Lee, Co-Director of Elemental .
Jean talks with filmmaker Emmanuel Vaughn-Lee, Co-Director of the film " Elemental ", showing at Frontenac Cinema for the St Louis Independent Film Festival.
Elemental eases YouTube Live production.
Del Yeah featuring the Del McCoury Band, Elemental Shakedown, the Hillbenders and others at the Old Rock House, Friday, October 5.
The tradition of bluegrass may be as old as St Louis itself, but Elemental Shakedown isn't content to be a museum piece.
Chemistry remains elemental to brilliance of 'Breaking Bad'.
Last week the Elemental by D1 debuted at Dwell on Design.
Elemental , CTCSP partner in Japan.
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In science:
If he, a′i is an element of E ′ , then the elements of he,a′ iκ′ ∗ are the elements of E ′ of the form he′ , a′i, and such a pair will belong to E ′ iff π(e′ ) = g (a′ ).
Abelian extensions of algebras in congruence-modular varieties
For each 1 ≤ i ≤ n, let Ti be the step index k for the random walk W at which the element xi ∈ ~x is ﬁrst multiplied by a uniformly chosen random element of G, as the result of an element either of the form (~u; e) or of the form (~v ; τ ).
Random walks on wreath products of groups
In terminology for partially ordered sets, a is the universal (greatest) element of the co-ideal {a} generated by a, and the identity element, 1, for products in the ring containing S is the null (least) element of {a}.
Factorization of integers and arithmetic functions
For any nonzero element a ∈ eRe, Theorem 1.6 provides elements x, y ∈ R such that xay = 1, and then exe and eye are elements of eRe such that (exe)a(eye) = e.
$K_0$ of purely infinite simple regular rings
P and R are permutations of n elements, γ1(P ) is the number of elements left in their original positions by P , and r(P ) is the number of elements that are moved to the right of their original positions by P .
Spectral statistics of the k-body random-interaction model
Since H is connected, BH contains a regular unipotent element u as well (because every unipotent element of H is conjugate to an element of U ).
Derangements in simple and primitive groups
Since a semisimple regular element lies in a unique maximal torus, it follows that the union of all regular semisimple elements of Xσ that are conjugate to an element of Tw has cardinality at most |Xσ |f (w)/|W |.
Derangements in simple and primitive groups
We note that R is precisely the set of conjugacy classes of regular semisimple elements conjugate to an element of Hσ (since the centralizer of such an element will be a maximal torus in H ).
Derangements in simple and primitive groups
However, ΠD X is not necessary a Banach space because of it may contain nonstandard elements (non-zero elements with zero norm or elements for which their norms, calculated by the Minkowski’s functional, are inﬁnite).
Classification of Banach Spaces --its Topological and Cardinality Properties
Lemma 2.0.5. A smooth family of elements in G over a contractible open subset X of Rk lifts to a smooth family over X of elements in the group of invertible elements in Mn (On ).
Deformation Quantization of Endomorphism Bundles
Let x be an element of Z p r , one of its homogeneous components xl which takes values in Ll , is an element of Z pq r , if xl is a Vp p + q -chain, and d(xl ) is an element of Vp+r .
Non abelian cohomology: the point of view of gerbed tower
Every homotopy class can be uniquely represented by a reduced word in elements of the form x, for x ∈ Z2 (i.e., a ﬁnite-length word in the elements x and x−1 in which no element x appears next to its inverse x−1 ).
Random Surfaces
According to eq. (3.8), every element p of P ≃ G/K is conjugated with some element h = eH (H ∈ H0 ) through p = khk−1 , where k ∈ K/M ′ and H is deﬁned up to the elements in the factor group M ′/M .
Random matrix theory and symmetric spaces
The particular role of the zero is not surprising, considered its function in the arithmetic of (cid:12)elds: zero is the neutral element of the additive group and the only element that is not element of the multiplicative group.
Pseudo Random Coins Show More Heads Than Tails
Since the least element of such a set is unique, the sentence η ⊜ (∀v0 )(ψ(v0 , t) ⇐⇒ v0 = n), expressing the uniqueness of this element and the fact that this element is just n, is true.
Boolos-style proofs of limitative theorems
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