In literature:
See Genesis 15;16; 1 Samuel 15:18, 33; Apost.
"The Antiquities of the Jews" by Flavius Josephus
Samuel Bird, He had 1 year and 4 months to serve.
"An Account of the English Colony in New South Wales, Vol. 1" by David Collins
The son Samuel died on January 1, 1856, aged ninety-six years and four months.
"The Bay State Monthly, Volume I. No. VI. June, 1884" by Various
Samuel Dana began rendering accounts January 1, 1801.
"Bay State Monthly, Volume I, No. 2, February, 1884" by Various
The story of Eli's sons in 1 Samuel 2.
"Hebrew Life and Times" by Harold B. Hunting
Then follows the famous story of his killing Goliath the Philistine (1 Samuel xvii.).
"True Words for Brave Men" by Charles Kingsley
Rifle Reg't 1 Col. Samuel Miles, Penn.
"The Campaign of 1776 around New York and Brooklyn" by Henry P. Johnston
Samuel L. (1), 193, 256-258, 261, 262, 264, 265, 272, 314, 315, 320.
"As I Remember" by Marian Gouverneur
Eli, Jehovah spoke to Samuel 1 Sam.
"The Messiah in Moses and the Prophets" by Eleazar Lord
If the "temple" at Shiloh was the pentateuchal tabernacle, as is suggested by the name of "tent of meeting" given to it in 1 Samuel ii.
"Essays Upon Some Controverted Questions" by Thomas H. Huxley
After a most hotly contested election, Mr. Cozens-Hardy beat his opponent, Sir Samuel Hoare, by over 1,700 majority.
"From Crow-Scaring to Westminster; an Autobiography" by George Edwards M.P., O.B.E.
Jesse had either eight sons (1 Samuel xvi, 10, 11, and xvii, 12) or only seven (1 Chron.
"A Few Words About the Devil" by Charles Bradlaugh
You can therefore find the historic reference of this verse and Psalm in 1 Samuel 22:9.
"Pleasure & Profit in Bible Study" by Dwight Moody
Butler, Samuel, =1=, 283.
"The Letters of William James, Vol. II" by William James
The fifth child and son was Samuel, our mother's father, born in Warwick, Rhode Island, May 1, 1786.
"Julia Ward Howe" by Laura E. Richards
S hammah 1 Samuel xvii.
"The Little Gleaner, Vol. X." by Various
There are two great services for God and for Israel in which we find Samuel engaged in the first nine verses of this chapter: 1.
"The Expositor's Bible: The First Book of Samuel" by W. G. Blaikie
Samuel Moore Senter Moulton was born Aug. 1, 1837, and resides at Laconia.
"Sketches of Successful New Hampshire Men" by Various
PSALM XXIII, 1, I. Samuel, 261; Philippians, 62.
"Expositor's Bible: Index" by S. G. Ayres
Here Samuel appears as a judge, the last in the succession; as a judge he is represented also in 1 Sam.
"The Literature of the Old Testament" by George Foot Moore
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In news:
Samuel Accoceberry's Rug Tresse in 100 percent wool by Chevalier Edition, 33-1-43-07-87-44.
Samuel Seebach and Steffany Deemer are announcing their approaching wedding on September 1, 2012.
I'd like to expand a bit on the first point in Part 2 of Ed Whelan's comments on Dorothy Samuels' NYT op-ed (which, like his Part 1, is characteristically thorough and pointed).
German Sausage 2 bottles Samuel Adams Octoberfest beer 2 cups chicken stock 4 garlic cloves 5 bratwurst 1 cup whole grain mustard.
"Isaac Anderson and Irish-American Memory in the History of Maryville College" is the topic of the college's Spring Faculty Showcase, which is scheduled for 1 pm, April 4 in the Samuel Tyndale Wilson Center for Campus Ministry.
German Sausage 2 bottles Samuel Adams Octoberfest beer 2 cups chicken stock 4 garlic cloves 5 bratwurst 1 cup whole grain mustard.
The Letters of Samuel Beckett , Volume 1: 1929–1940 edited by Martha Dow Fehsenfeld and Lois More Overbeck Cambridge University Press, 782 pp.
VERSAILLES – Services for Samuel Joseph Johnson, 9, son of Danielle Elizabeth and Aaron Thomas Johnson, of Versailles, will be 1 pm Friday at Pisgah Presbyterian Church in Woodford County.
Samuels 10 Pts, 7 Reb, 5 Ast, 1 Stl.
Dorothy was born in Lorain, Ohio, on June 1, 1921 to Samuel and Adah Elizabeth (Ellis) Powers.
Born in Robeson County, NC, Sept 1, 1929, she was the daughter of the late Samuel F and Lillian Benson Britt .
Samuel Fransen and Jeff Johnson, both of Jackson, Minn. Set a torrid pace for the first-ever event with a 1-2 finish.
The community is invited to holiday decorations demonstrations by Chris Ondrak of the Gilded Lily Florist , Flemington, at the Samuel Fleming House on Sunday, Dec 9, from 1 to 4 p.m.
Carta-Samuels (VAN) - 195 YDS, 1 TD.
Samuel Besket / Columnist Published: November 23, 2012 1:00PM.
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In science:
The properties needed are made precise in Theorems 7.1, 7.3: The locus of maximum order of the elements of a standard basis coincides with the maximal locus of the Hilbert-Samuel function (the “maximal Samuel stratum”).
Desingularization of toric and binomial varieties
Unlike the situation in Theorem 1.4 on the hypersurface case, however, it is not, in general, possible to resolve singularities by choosing as each successive centre of blowing up an arbitrary component of the maximal Samuel stratum (Example 7.6).
Desingularization of toric and binomial varieties
Theorem 7.1 asserts that the maximal Samuel stratum of an aﬃne binomial variety is the simultaneous equimultiple locus of a standard basis of the binomial ideal, and Theorem 7.2 describes the behaviour of the Hilbert-Samuel function on blowing up with permissible invariant centre.
Desingularization of toric and binomial varieties
In particular, we prove Theorem 1.6 and we show that the components of the maximal Samuel stratum satisfy the conditions for the centres of blowing up given in our main theorem 1.1.
Desingularization of toric and binomial varieties
If follows from (7.1) and Remark 6.7 that, at any point of X ∩ Tq , the Hilbert-Samuel function of X is completely determined by the codimension of X ∩ Tq in Aq and the vertices of N(IK ) ⊂ Nn−q .
Desingularization of toric and binomial varieties
The principalization theorem for a toric (or binomial) ideal follows easily from Theorem 8.5 (without using the Hilbert-Samuel function and Theorems 7.1, 7.3), and implies a weaker version of the main theorem 1.1 (without condition (3) or normal ﬂatness), as in [EnV, W].
Desingularization of toric and binomial varieties
The NEAT group uses the Palomar 1.2-m Samuel Oschin and Haleakala 1.2-m MSSS telescopes in its search for near-Earth objects while the Palomar Consortium encompasses a variety of projects using the Samuel Oschin 1.2-m, including searches for quasars, supernovae, and transNeptunian objects.
Rates and Progenitors of Type Ia Supernovae
After a request to the NEAT team for special follow-up, this object was observed every other night for over a month with the Samuel Oschin 1.2-m telescope.
Rates and Progenitors of Type Ia Supernovae
Most of these can be derived from the results of Samuel , which we summarise in §3.1.
Rate of convergence of linear functions on the unitary group
Samuel S. U(N ) integrals, 1/N , and the De Wit-’t Hooft anomalies. J.
Rate of convergence of linear functions on the unitary group
X m−1 , Dm−1) is semi-snc at a. (2) There exist p and q such that a ∈ Σp,q and HSupp D ,a = Hp,q , where HSupp D ,a is the Hilbert-Samuel function of Supp D at the point a and Hp,q is deﬁned as in 2.2. (3) Ja = OY ,a .
Resolution of singularities of pairs preserving semi-simple normal crossings
Assume that (X m−1 , Dm−1 , Em−1) is semi-snc and that, for all (p, q) ∈ K (X, D), where p ≥ 3, the Hilbert-Samuel function equals Hp,q , at every point of Σp,q .
Resolution of singularities of pairs preserving semi-simple normal crossings
The Hilbert-Samuel function, and in fact the desingularization invariant (beginning with the Hilbert-Samuel function), is invariant with respect to ´etale morphisms; see [5, Remark 1.5]. A smooth morphism f : Y → X factors locally as an ´etale morphism and a pro jection from a product with an aﬃne space An .
Resolution of singularities of pairs preserving semi-simple normal crossings
For an m-primary ideal I , the Hilbert-Samuel function is deﬁned to be the numerical f unction HI (t ) that measures the growth of the length l(R/I t+1 ) of the (t + 1)th power of I for all t ≥ 0.
Generalized Hilbert Functions
Furthermore in , all the possible Hilbert-Samuel series of rings of almost minimal multiplicity have been described to be of the form hI (z) = (1 + hz + zs )/(1 − z)d+1 , where 2 ≤ s ≤ h + 1.
Generalized Hilbert Functions
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