In literature:
It does not all lie upon the prairies, or among red-skinned savages.
"The Lone Ranche" by Captain Mayne Reid
Were love the cause it's like I should descry him, Or lies he close and shoots where none can spy him?
"The Works of Christopher Marlowe, Vol. 3 (of 3)" by Christopher Marlowe
Many people lie down to sleep as the camels lie down in the desert, with their packs still on their backs.
"Pushing to the Front" by Orison Swett Marden
No; that condition lies in outer darkness; I cannot see through the veil, and tell the specific sufferings that lie beneath it.
"The Parables of Our Lord" by William Arnot
Lying down, and lying comfortably on the face, greatly assists circulation.
"Papers on Health" by John Kirk
And, again, a lie may be told by a truth, or a truth conveyed through a lie.
"Harvard Classics Volume 28" by Various
Had he embraced dishonour, and accepted the rescue that a lie would have lent him, this misery in its greatest share had never been upon him.
"Wisdom, Wit, and Pathos of Ouida" by Ouida
Well, it was a lie, a black devil's lie.
"The Trail of '98" by Robert W. Service
Major Wheat's lying there in a little piney wood.
"The Long Roll" by Mary Johnston
A lying rich man, and a poor man proud.
"The Hesperides & Noble Numbers: Vol. 1 and 2" by Robert Herrick
Several days have elapsed since their last interview; and yet he has found no letter lying.
"The Death Shot" by Mayne Reid
If there is no acting going on, if there is nothing being kept in order, the responsibility does not lie with Continuity.
"Natural Law in the Spiritual World" by Henry Drummond
As this Spear shall close the wound it made, let this lying splendour fall to wreck and desolation!
"The Wagnerian Romances" by Gertrude Hall
Outside the folds lie the horizontal deposits of the Makran coast, and within them lies the stony desert of north-western Baluchistan.
"Encyclopaedia Britannica, 11th Edition, Volume 3, Part 1, Slice 2" by Various
The town lies 2-1/4 m. S.S.E.
"Encyclopaedia Britannica, 11th Edition, Volume 3, Part 1, Slice 3" by Various
They say that on the opposite side a number of bodies can be seen lying in the mud.
"The Johnstown Horror" by James Herbert Walker
The captain questioned them separately, after telling them that if they lied to him they should be killed.
"Boys' Book of Frontier Fighters" by Edwin L. Sabin
When any thing is attempted to be supported by lying, it is presumptive evidence that the thing so supported is a lie also.
"The Writings Of Thomas Paine, Complete" by Thomas Paine
It's a lie, and you know it's a lie.
"The "Genius"" by Theodore Dreiser
The present Dead Sea is said to lie over the site of these two cities.
"The Bible Story" by Rev. Newton Marshall Hall
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In poetry:
Lie still, lie still, my breaking heart;
My silent heart, lie still and break:
Life, and the world, and mine own self, are changed
For a dream's sake.
"Mirage" by Christina Georgina Rossetti
Be hush'd, be hush'd, ye bitter winds,
Ye pelting rains, a little rest;
Lie still, lie still, ye busy thoughts,
That wring with grief my aching breast.
"A Ballad" by Henry Kirke White
Love lies bleeding in the bed whereover
Roses lean with smiling mouths or pleading:
Earth lies laughing where the sun's dart clove her:
Love lies bleeding.
"Love Lies Bleeding" by Algernon Charles Swinburne
Low lies the mere beneath the moorside, still
And glad of silence: down the wood sweeps clear
To the utmost verge where fed with many a rill
Low lies the mere.
"A Landscape" by Algernon Charles Swinburne
There they are, my fifty men and women
Naming me the fifty poems finished!
Take them, Love, the book and me together;
Where the heart lies, let the brain lie also.
"One Word More" by Robert Browning
When in my weary arms my Roman lord
Lies sleeping, from mine eyes the tears start:
Far, far away, my little sister lies
Beside my love, and sleeps against his heart.
"The Slave" by Ethel Clifford
In news:
Krugman's Job-Robbing Calculus The Times columnist unloads a whopper of a tax-cut lie.
And it's no error — it's an outright lie for sure.
SACRAMENTO, Sept 10 — A California man convicted last year of aiding terrorists and lying to the F.B.I.
Sometimes it lies in a piece of software.
And sometimes it lies in a restroom.
Deputies were directed by campers to a body lying on the ground at one of the campsites .
From the top of the lift, with huge expanses of scrubby valley floor lying before you, it's obvious how unbuilt the area is.
The name of Candlewick's year-long picture book campaign to celebrate its first two decades, We Believe in Picture Books, speaks volumes about the Somerville, Mass.-based publisher's beginnings and where its future lies.
The name of Candlewick 's year-long picture book campaign to celebrate its first two decades, We Believe in Picture Books, speaks volumes about the Somerville, Mass.-based publisher's beginnings and where its future lies.
A week ago 3rdWard hosted a woodworking tool event led by Lie Nielsen's Toolworks.
I came by to see/try tools and talk to some of my friends from Lie Nielsen and Gramercy Tools of Brooklyn.
Random thoughts about the case of US Rep Joe Wilson (R-South Carolina), who broke House rules by yelling "You lie".
This week, Joe Morgenstern reviews Capote, Seperate Lies and Duma.
Rumors, lies circulating at early voting sites.
' Circumstance ': Secrets and lies in a hidden Iran.
***
In science:
An algorithm for embedding ﬁnite dimensional Lie algebras into Lie algebras of vector ﬁelds (and Lie superalgebras into Lie superalgebras of vector ﬁelds) is offered in a way applicable over ground ﬁelds of any characteristic.
How to realize Lie algebras by vector fields
Although the algorithm I offer does not use a Lie group of n and is applicable even for the cases where no analog of a Lie groups can be offered, it is viewing a given Lie algebra as the Lie algebra of left-invariant vector ﬁelds on a Lie group that gives us a key lead.
How to realize Lie algebras by vector fields
Let G be a compact Lie group with Lie algebra g, T a maximal torus with Lie algebra t.
A Criterion for the Covering Condition of Generalized Random Matrix Ensembles
The Lie correspondence between connected linear groups and linear Lie algebras is a central result of the Lie theory.
$\xi$-Groups and Hu-Liu Leibniz Algebras
In Section 3, the simple Z2 -graded Lie algebras and the simple Lie superalgebras whose even part is an orthogonal Lie algebra of type B and its odd part its spin module will be determined.
Some new simple modular Lie superalgebras
Hamelink [H] considered simple Lie algebras over K but under too restrictive conditions (he considered only Lie algebras with a nonsingular invariant form) and so missed the fact that there are two types of orthogonal (or symplectic) simple Lie algebras.
Non-degenerate bilinear forms in characteristic 2, related contact forms, simple Lie algebras and superalgebras
Gsc (Fv ) → G(Fv ) is a submersion of v -adic Lie groups (the differential of jv is the identity on the Lie algebra Lie(Gsc(Fv ) = Lie(G(Fv )).
Rational points on compactifications of semi-simple algebraic groups
Lemma 3.2 If each En is a Banach-Lie algebra in the situation of Lemma 3.1 and each in,m also is a Lie algebra homomorphism, then Fn can be chosen as a Lie subalgebra of En+1 and it can be achieved that pn makes Fn a Banach-Lie algebra.
Direct limit groups do not have small subgroups
For nonholonomic manifolds, an analog of the group G from the term “G-structure”, or rather of its Lie algebra, g = Lie(G), is the pair (g−, g0 ), where g0 is a subalgebra of the Z-grading preserving Lie algebra of derivations of g−, i.e., g0 ⊂ der0 g− .
Simple Lie superalgebras and nonintegrable distributions in characteristic p
In the following we consider a ﬁnite dimensional Lie group H with Lie algebra h = Lie H, viewed as a vector space over R.
Dual generators of the fundamental group and the moduli space of flat connections
Let Lie( ˜J ) = Lie( ˜J )−1 ⊕ Lie( ˜J )0 ⊕ Lie( ˜J )1 be the corresponding short grading.
Classification of linearly compact simple Jordan and generalized Poisson superalgebras
Let S be a simple linearly compact Lie superalgebra, let DerS be the Lie superalgebra of its continuous derivations (recall that it is linearly compact artinian semisimple ), and let a be a short subalgebra with the basis e, h and f as in Deﬁnition 5.3, of the Lie superalgebra DerS .
Classification of linearly compact simple Jordan and generalized Poisson superalgebras
By Propositions 5.10 and 5.16, J is a linearly compact unital simple Jordan superalgebra if and only if (Lie(J ), aJ ) is a minimal pair, with Lie(J ) a simple linearly compact Lie superalgebra.
Classification of linearly compact simple Jordan and generalized Poisson superalgebras
Let G be a connected compact Lie group with Lie algebra g, K its closed subgroup with Lie algebra k.
Large deviations for random matrix ensembles in mesoscopic physics
Recently Alberto Elduque listed all simple and graded modulo 2 ﬁnite dimensional Lie algebras and superalgebras whose odd component is the spinor representation of the orthogonal Lie algebra equal to the even component, and discovered one exceptional such Lie superalgebra in characteristic 5.
Cartan matrices and presentations of the exceptional simple Elduque Lie superalgebra
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