In literature:
I don't see that she'd have been any more to be admired if she'd allowed the last two to go wretched.
"The Kingdom Round the Corner" by Coningsby Dawson
If I'd 'a' had it, you'd been beef by the trail right now.
"Desert Conquest" by A. M. Chisholm
Well, she'd be trying again after lunch, on that trooper who'd gone rogue; maybe she'd do better with him.
"The Alembic Plot" by Ann Wilson
Maybe he'd finally find out what he'd gotten himself into.
"Fearful Symmetry" by Ann Wilson
If I'd been as sure of him as you were, I'd never have let him go.
"The Creators" by May Sinclair
Gee, if I'd done anything like that I'd have put it in the papers!
"Left Guard Gilbert" by Ralph Henry Barbour
A wee house weel fill'd, a wee piece land weel till'd, a wee wife weel will'd, will mak a happy man.
"The Proverbs of Scotland" by Alexander Hislop
Fus' he'd tas'e un den he'd nibble; den he'd nibble un den he'd tas'e.
"Nights With Uncle Remus" by Joel Chandler Harris
D-d' you reckon I'm goin' to let you stand up there an' claim He did a pore job?
"The Fighting Edge" by William MacLeod Raine
I'd noticed that much myself in the few times I'd seen her.
"Odd Numbers" by Sewell Ford
I think the church'd give a good deal if a real poor family'd come here to do for.
"Friendship Village" by Zona Gale
I'd 'a' kept my money if I'd 'a' knowed it was goin' t' be put into a thing that'd swell up in th' wind like a balloon.
"The Wind Before the Dawn" by Dell H. Munger
Briefly, I supped there tete-a-tete with D'Harmental.
"The Conspirators" by Alexandre Dumas (Pere)
He'd be hearing about how much of their time he'd wasted for months to come.
"Eight Keys to Eden" by Mark Irvin Clifton
So follow'd, Rustum left his tents, and cross'd The camp, and to the Persian host appear'd.
"Poetical Works of Matthew Arnold" by Matthew Arnold
After the manner of all lesser animals I'd try to hide with them; but he'd find me every time.
"The Dominant Dollar" by Will Lillibridge
But you'd think they'd have some respect for your father, for your uncle, for you!
"Otherwise Phyllis" by Meredith Nicholson
I'd show her my little pig, if Marthy'd let her come over to our place.
"The Ranch at the Wolverine" by B. M. Bower
If he'd come back now, I'd go with him though he'd slay me.
"Captain Pott's Minister" by Francis L. Cooper
When we'd go anywhere we'd ride horseback and I'd ride behin' him.
"Slave Narratives: a Folk History of Slavery in the United States From Interviews with Former Slaves." by Work Projects Administration
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In poetry:
And here the virgin lov'd to lead
Her inoffensive day,
And here she oft retir'd to read,
And oft retir'd to pray.
"Sir Eldred Of The Bower : A Legendary Tale: In Two Parts" by Hannah More
Come hither, belov'd Virginia,
Ere we forever part;
He clasp'd her to his beating breast,
Then stab'd her to the heart.
"Liberty Or Death" by James Madison Bell
So liv'd in solitude, unseen,
This lovely, peerless maid;
So grac'd the wild sequester'd scene,
And blossom'd in the shade.
"Edwin and Eltruda, a Legendary Tale" by Helen Maria Williams
Stretching his little hands he play'd,
Unconscious of a fear,
With all the monsters he survey'd,
And smil'd at every spear.
"The Serpents" by William Hayley
For the mountain air I'd die,
For his form so fair I'd die,
Now he's far off, for the eyes
That have seen him there I'd die.
"Charm Verses" by Anonymous European
He view'd them all, and as he view'd,
Drank deeply of delight;
And still his raptur'd eye pursued,
And feasted on the sight.
"Sir Eldred Of The Bower : A Legendary Tale: In Two Parts" by Hannah More
In news:
Before you tell the DNR what you'd like them to accomplish and avoid in planning the park, I'd like to point out there's more than the DNR FAQ available.
What CDs you'd bring to listen to, where you'd want to go, when you could do it, etc.
If the frozen treats at Tasti-D-Lite weren't so damned tasty—and, supposedly, better for you than regular ice cream—we'd feel even dirtier enjoying them.
Kelly Markos, left, owner of d'Marcos Salon and Paul Klein, vice president of White Smile USA, stand in the teeth- whitening area of d'Markos Salon in Montgomery, Ala.
Rep Eleanor Holmes Norton (D-D.
It'd be a cliché to call Zed Records an institution, but it'd also be true.
Churchpoint, La (NBC33) — "The kids are coming up today going, what is zydeco , when they're hearing all this digitized, d-d-d-d-d, all that stuff, see, i want them to play a real instrument," said Award winning Zydeco artist, Chubby Carrier.
In C-1, C-2, D-1, D-2, and 6-Man, athletes with 8 game totals are current.
First Baptist Church was organized by Bros D.D.
The 3-D printing revolution is making its way into space, with proposed rocket parts, 3-D printers for moon colonies, and now, satellites.
3-D Fixtures in 4-D Color.
26 am — A male caller reported a phone scam advising him he'd won some money, but he'd have to wire money to the caller in Jamaica to claim his prize.
Rep Anna Eshoo (D-CA), left, is flanked by US Rep Jane Harman (D-CA), in this file photo.
Supervisor John Foust (D-Dranesville) confers with Supervisors Jeff McKay (D-Lee) and Linda Smyth (D-Providence) before the budget mark-up session on Friday, April 20.
"Doggie D," spotted in Winter Park, Fla. Had a neat Obama campaign sticker I'd never seen before.
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In science:
Say that (d; V ) is equivalent to ?D(cid:3) if d = ?D ; say that (d; V ) is equivalent to >D(cid:3) if d = Pl(V ).
Conditional Plausibility Measures and Bayesian Networks
For any D ′ ∈ D, we have d(D, D ′ ) = d(C1 , D ′ ) ± 1, where the sign depends on which H -halfspace contains D ′ .
Semigroups, rings, and Markov chains
So d(D, D ′ ) = d(C1 , D ′ ) − 1, which means that D and D ′ are on the same side of H .
Semigroups, rings, and Markov chains
The assumption (9.41) in particular implies that for the restriction of D and ˜D ′ to their discrete subspace the analytical index is well deﬁned and we write inda,d (D , ˜D ′) = inda,d (D) − inda,d( ˜D ′ ) for it.
Relative Zeta Functions, Determinants, Torsion, Index Theorems and Invariants for Open Manifolds
Then nc (λ, D , ˜D ′) = nc (D , ˜D ′) is constant and ind(D , ˜D ′) − inda,d(D , ˜D ′) = nc (D , ˜D ′).
Relative Zeta Functions, Determinants, Torsion, Index Theorems and Invariants for Open Manifolds
Proposition 10.9 Assume that D and ˜D ′ = U ∗ i∗D ′ iU satisfy (10.37), (10.38) and that the spectra of D and D ′ have a common gap [a, b], (cid:16)σ(D) ∪ σ( ˜D ′ )(cid:17) ∩ [a, b] =
Relative Zeta Functions, Determinants, Torsion, Index Theorems and Invariants for Open Manifolds
For the counits part we deﬁne: ˜ǫC ⊗˜ǫD−−−−→ k ⊗ k ≃ k ǫC ⊗ǫD−−−−→ k ⊗ k ≃ k and ˜ǫC⊗D as C ⊗ D ǫC⊗D as C ⊗ D With this setting C ⊗ D becomes a L-coalgebra over k .
Coassociativity breaking and oriented graphs
Proof: d(x)d(y ) = d(xy )−xd(y )−d(x)y and ρ(x)ρ(y ) = d(x)d(y )+xd(y )+d(x)y+xy = d(xy )+xy = ρ(xy ).
Coassociativity breaking and oriented graphs
Proposition 5.36 Let x, y ∈ Ω∗ , we have, d(x ⊣ y ) = −dx ⋆ dy = d(x ⊢ y ), d[x, y ]L = d(y ) ⋆ d(x) − d(x) ⋆ d(y ) = d(x ⊣ y − y ⊣ x).
Coassociativity breaking and oriented graphs
A digraph D is hamiltonian when V (D) = V (H ), where H is a dicycle. A digraph D is eulerian if it is connected and, for every vi ∈ V (D), d− (vi ) = d+ (vi ). A digraph D is regular if, for every vi , vj ∈ V (D), d− (vi ) = d+ (vi ) = d− (vj ) = d+ (vj ).
The underlying digraph of a coined quantum random walk
Note, that T (d) and W (d) are independent from each other, ﬁrst distributed as a depth-d Poisson tree, second distributed as i.i.d. with the distribution function P{W ≤ t}, yet X (d) and Ψ(d) depend on both T (d) and W (d).
Linear Phase Transition in Random Linear Constraint Satisfaction Problem
More precisely, if D and D ′ are Q-linearly equivalent and effective modulo ∼Q divisors, then Ns (D) = Ns (D)′ . (ii) If D ′ and D ′′ are effective modulo ∼Q divisors, then Ps(D)′ + Ps (D ′′ ) ≤ Ps (D ′ + D ′′ ), Ns (D)′ + Ns (D ′′ ) ≥ Ns (D ′ + D ′′ ).
On Zariski decomposition problem
If H 0(O(D)) 6= 0, then we also put Fix(D) def= inf {L | L ∼ D , L ≥ 0} = D − Mov(D). B-divisors Mov(D) and Fix(D) deﬁned above are called mobile and ﬁxed parts of D respectively.
On Zariski decomposition problem
Let D be a real number. D mod 1 denotes D − ⌊D⌋, where ⌊D⌋ is the greatest integer less than or equal to D , and D mod ′1 denotes D − ⌈D⌉ + 1, where ⌈D⌉ is the smallest integer greater than or equal to D .
A Generalization of Chaitin's Halting Probability \Omega and Halting Self-Similar Sets
But the equality D = F ′ ◦D ′ ◦D implies that F ◦D = F ◦ F ′ ◦D ′ ◦D = I, i.e., that F and D deﬁne an isomorphism between ρ and τ .
Retractions of Types with Many Atoms
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