In literature:
You'll be carrying most weight.
"Out of the Depths" by Robert Ames Bennet
Boil a knuckle of veal of about five pounds weight; let it stand till cold; then strain, and fry it in a little butter.
"The Lady's Own Cookery Book, and New Dinner-Table Directory;" by Charlotte Campbell Bury
I could not judge of his strength, for I never felt his weight.
"Tales of Fishes" by Zane Grey
My weight on the end of the rope hit me behind the ears like a mallet.
"Astounding Stories of Super-Science April 1930" by Various
It was a slumber weighted with the restlessness of a brain fighting to the last against exhaustion and the inevitable end.
"The Valley of Silent Men" by James Oliver Curwood
It was almost her first escape from the brooding care and weight of Haney's presence.
"Money Magic" by Hamlin Garland
It supports the weight of the head, trunk, and upper extremities.
"A Treatise on Anatomy, Physiology, and Hygiene (Revised Edition)" by Calvin Cutter
But if we are not sure that we can put weight above it, we are perfectly sure that we can hang weight under it.
"The Stones of Venice, Volume I (of 3)" by John Ruskin
She seemed to have to lift a ton's weight to speak them.
"The German Classics of the Nineteenth and Twentieth Centuries" by Various
There was that thing on his back, and the weight upon the thing.
"Bred of the Desert" by Marcus Horton
The lifting a weight of two thousand two hundred and forty pounds.
"Old and New London" by Walter Thornbury
A bridle was arranged so that they could be towed, and spare weight belts and weights were used to counteract their bouyancy.
"The Wailing Octopus" by Harold Leland Goodwin
He picked up a stone, tested it for weight, then reconsidered and put the sling back.
"The Scarlet Lake Mystery" by Harold Leland Goodwin
LOSS OF WEIGHT is significant in both adults and children, and failure of babies and children to gain in weight is a danger signal.
"American Red Cross Text-Book on Home Hygiene and Care of the Sick" by Jane A. Delano
A witness who says nothing is a species of indefinable weight.
"Toilers of the Sea" by Victor Hugo
The average weight of all hogs received at Chicago in 1898 was 234 lbs.
"Home Pork Making" by A. W. Fulton
Union with an armed Loadstone is stronger; hence greater weights are raised; but the coition is not stronger, but generally weaker.
"On the magnet, magnetick bodies also, and on the great magnet the earth" by William Gilbert of Colchester
The limit of weight for letters, viz.
"The Development of Rates of Postage" by A. D. Smith
In the illustration the "fall" pole is weighted, but it is best to have the pole heavy enough and not weighted.
"Deadfalls and Snares" by A. R. (Arthur Robert) Harding
This model is almost identical with the W. S. Model, except that the barrel is 4 inches long and the weight is 2 lbs.
"Pistol and Revolver Shooting" by A. L. A. Himmelwright
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In poetry:
Ah me! how hard the task to bear
The weight of ills we know!
But harder still to dry the tear,
That mourns a nameless we.
"First Love" by Washington Allston
Till at length the burden seems
Greater than our strength can bear,
Heavy as the weight of dreams
Pressing on us everywhere.
"Something Left Undone. (Birds Of Passage. Flight The Second)" by Henry Wadsworth Longfellow
The warrior's brow was worn
With the weight of casque and plume,
And sun-burnt was his cheek,
And his eye and brow were gloom.
"Hannibal's Oath" by Letitia Elizabeth Landon
From my lowly home of childhood
Low sweet voices fill my ears,
Till my drooping lids grow heavy
With the weight of tender tears.
"The Lowly Song of A Lowly Bard" by Janet Hamilton
We are weary,--cares and woes
Lay their weight on every breast,
And each heart before thee knows,
That it sighs for inward rest.
"Beechenbrook - VII" by Margaret Junkin Preston
This thought a weight of woe imparts,
At once to sink a wretch like me;
What can I hope, if human hearts
Delight in human misery?
"The Culprit" by Nathaniel Bloomfield
In news:
This is the first time the weight room has ever been renovated.
For the past year she has wheeled herself to the YMCA in Cordova to lift weights.
A man who was once house-bound due to his crippling 804lb weight, has lost 330lb in a single year.
3-Minute Fit Test: Body Weight Ego-Buster.
Height – 5'8 Weight – 132 lbs.
Viens, who attended his trial in a wheelchair, said in the interview that he stuffed his wife's body in a 55-gallon drum of boiling water and kept it submerged with weights.
I'm in awe of the crunch the leaves emit beneath the weight of my feet and how they blanket my lawn as if preparing it for a cold winter to come.
Bethenny's baby-weight loss worries mothers.
Height, weight, age if known: 6 Months.
Expert advice on how to keep your weight-loss plan on target.
Horror movies can help people burn calories and lose weight a new study shows.
Not only is your weight killing you, but it can make you stupid as well.
Our Most Inspiring Before & After Weight Loss Photos.
"How I Celebrated My Weight Loss".
Losing weight takes better nutrition.
***
In science:
Deﬁnition 4.2 (Highest weight representations) A representation V of the twisted super Yangian Y (M |2n)+ is cal led highest weight it is generated by a highest weight vector .
Twisted superYangians and their representations
If M is a ﬁnite-dimensional irreducible module, M is a highest weight module that is, contains a highest weight vector vλ of weight λ such that M = Uq (sp2n )vλ .
An algorithm for computing the global basis of an irreducible $U_{q}(sp_{2n})$-module
The weight lattice of SP is embedded in the weight lattice of G. the highest weight of V , we wil l cal l λ + P niwi the highest weight of the irreducible representation of P (Σ) above.
Geometric Syzygies of Mukai Varieties and General Canonical Curves with Genus at most 8
Weights are organized into “multiplets” of weights of the form w(λ + δ) − δ for a single dominant weight λ and different choices of Weyl group element w.
Quantum Field Theory and Representation Theory: A Sketch
For Λ ∈ P+ (P+ is the set of dominant integral weight), let us denote an integral highest weight simple module with the highest weight Λ by L(Λ)() and its pro jective space by P(Λ) := (L(Λ) \ {0})/C× .
Geometric Crystals on Schubert Varieties
However, motivated by [SL], we shall be able to consider the so-called generalized weight modules in Section 2 and give a classiﬁcation of generalized weight modules with weight multiplicity 1 in Section 3.
Some representations of nongraded Lie algebras of generalized Witt type
For β ∈ IF ℓ2+ℓ3 , if Vβ 6= {0}, then Vβ is cal led the generalized weight space with weight β and V (0) is cal led the weight space with weight β .
Some representations of nongraded Lie algebras of generalized Witt type
In general, if a module V has a weight space decomposition with all the dimensions of weight spaces being ﬁnite, then we shall call V a weight module.
Simple Modules Over the Higher Rank Super-Virasoro Algebras
Then as above B ′ = {d′ Lemma 3.3. A simple weight SVir[M , s]-module V with dimensions of weight spaces not uniformly bounded is a generalized highest weight module.
Simple Modules Over the Higher Rank Super-Virasoro Algebras
Then by standard arguments one sees that ∆(λ) is a highest weight module; its unique simple quotient is a highest weight module of highest weight λ.
Presenting generalized q-Schur algebras
For n ≥ 4, the functionals In have weight 2n where the weight is a sum of the weights of its factors and the weight of Dru is 1 + r .
Nonlinear Schrodinger, infinite dimensional tori and neighboring tori
Our approach is based on the fact that every simple weight g-module with ﬁnite weight multiplicities is obtained via a composition of a twist and localization from a highest weight module.
On the structure and characters of weight modules
The weight space U (g)0 of weight 0 equals the supercentralizer of h0 in U . U := U (g) is a weight g-module with respect to the adjoint action of g.
On the structure and characters of weight modules
In particular, if v is a weight vector of weight η , then f µ Γa v is a weight vector of weight η + µ.
On the structure and characters of weight modules
Then ei .z = 0 for all ei so z , a weight vector with weight λ1 + λt − α, is a highest weight vector of Y1,t .
Constructing Graded Lie Algebras
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