• Satis House
    Satis House
  • WordNet 3.6
    • n Satie French composer noted for his experimentalism and rejection of Romanticism (1866-1925)
    • ***


In literature:

Him fella Sati buy 'm slop chest along plantation two tens pounds and one fella pound.
"Jerry of the Islands" by Jack London
To Satis House, as usual.
"Great Expectations" by Charles Dickens
Satis is my only son.
"The Hungry Stones And Other Stories" by Rabindranath Tagore
Why were they not immolated on the pyre of the husband, like the sati in India?
"Women in Love" by D. H. Lawrence
The masculine form of the word sati (suttee).
"Rambles and Recollections of an Indian Official" by William Sleeman
Abhasa eveti va pa/th/a/h/, tatha sati hetava abhasa/h/.
"The Vedanta-Sutras with the Commentary by Sankaracarya"
Heap better git sati'fied yere.
"Lippincott's Magazine of Popular Literature and Science, October, 1877, Vol. XX. No. 118" by Various
The one now is Monsignore Gamba del Sati.
"The Title Market" by Emily Post
Daksha, the father of Sati or Bhavani and father-in-law of the great god Siva, institutes a great sacrifice.
"Tales from the Hindu Dramatists" by R. N. Dutta
For thys beeing satis-fied, I sayd moreouer.
"Hypnerotomachia" by Francesco Colonna
Quaeris, quot mihi basiationes Tuae, Lesbia, sint satis superque.
"The Carmina of Caius Valerius Catullus" by Caius Valerius Catullus
Amorem tui solum cum gratia tua mihi dones et dives sum satis nec aliud quid quam ultra poseo.
"The St. Gregory Hymnal and Catholic Choir Book" by Various
He tried to stop sati among the Hindus, and polygamy among the Mussulmans.
"The Great Events by Famous Historians, Volume 9" by Various
He gave a marked example of this in his dealing with the Hindu rite of Sati.
"Rulers of India: Akbar" by George Bruce Malleson
Now, Rhoda, don't forget your cue, 'Satis verborum,' and remember to speak up.
"The School by the Sea" by Angela Brazil
With Khnum are associated the goddesses Sati and Neith.
"Encyclopaedia Britannica, 11th Edition, Volume 9, Slice 7" by Various
Hic satis est gemino bonus in sua crimina telo.
"The Complete Works of Richard Crashaw, Volume II (of 2)" by Richard Crashaw
SATIS VERBORUM (L.), enough of words.
"Chambers's Twentieth Century Dictionary (part 4 of 4: S-Z and supplements)" by Various
Ex granis sit cocta bonis satis, ac veterata.
"Odd Bits of History" by Henry W. Wolff
Noli Deos Manes; flos satis est titulo.
"Roman Sepulchral Inscriptions" by John Kenrick

In poetry:

While I grat and chid forbye,
Heigho the blaeberrie!
Doun we sat—I ken na why—
A' amang the blaeberrie.
"The Sodger's Lassie" by Sydney Thompson Dobell
Senibus voluisse satis. AEsop must yeeld when Rodope will ryde,
And take no knowledge where, nor who's her guide,
Yet could the wizard wish her still in sight,
Since she at Braynford log'd this other night.
"Epigram 38" by Henry Parrot

In news:

Erik Satie 's Vexations: September 8 & 9, 2012.
The act of performing or listening to a complete performance of Erik Satie 's Vexations cannot be compared to any other musical experience.
Erik Satie 's Vexations: September 8 & 9, 2012.
All three, all free, all Satie .
Music of Eric Satie, Ernest Guiraud, Maurice Ravel and Claude Debussy.
18 Erik Satie Jeremy Jouve, guitar Buy Now.
John Cage, in his own stand?up comic performance recorded in Lawrence, Kansas in 1980, conjures the ghosts of Erik Satie, Marcel Duchamp and himself.
IN THE YEAR 1882, some avant-garde Parisian artists and musicians--among them Alfred Jarry and Erik Satie--formed a club called the Hydropaths, whose artistic goal was to shock the bourgeoisie.
We venture into composer Eric Satie's eccentric world and feast on the finest of Normandy cuisine.

In science:

If Z satisfies modulus m and X is any subvariety of (P1)r which is not contained in a face, then Z ×X satisfies modulus m on A1× (P1 )n+r .
The additive dilogarithm
Since σ (x) satisfies the Lipschitz condition (i), its derivative σ ′ (x) exists almost everywhere and satisfies |σ ′ (x)| ≤ 1.
Kerov's central limit theorem for the Plancherel measure on Young diagrams
Proof First of all, if ||∇f ||A ≤ C , then g = f /C satisfies RD (∇f (η ))dη ≤ 1—i.e., g satisfies the modified statement with C = 1.
Random Surfaces
Nothing is lost by this approach since it is usually the case that when AC satisfies a certain property, the corresponding property is satisfied by A.
The Range of United K-Theory
Friedgut proved the existence of a non-uniform satisfiability threshold, i.e., of a sequence rk (n) around which the probability of satisfiability goes from 1 to 0.
Random k-SAT: Two Moments Suffice to Cross a Sharp Threshold
On the satisfiability and maximum satisfiability of random 3-CNF formulas.
Random k-SAT: Two Moments Suffice to Cross a Sharp Threshold
By construction, g satisfies (i), and g satisfies (ii) since f does.
Tamari lattices and noncrossing partitions in type B and beyond
Condition 3.5.(7) is satisfied for ξ ( ¯ζ − ¯z ) = E xp(π−s ( ¯ζ − ¯z )) and v (z , ζ ) such that ξ (v (z , ζ )) = E xp(π− ˜φ(s)v (z , ζ )), where ˜φ(s) is given by §3.5 and satisfies Condition 3.5.(1).
Line antiderivations over local fields and their applications
To see that B satisfies AUCT, we note that B satisfies the property (P) described in 6.8 of [Ln11].
Simple nuclear $C^*$-algebras of tracial topological rank one
Final ly if we extend σ to an automorphism of Aff(G ) by σ(x ⊗ ti + rc + sd) = ζ −iσ(x) ⊗ ti + rc + sd, then σ satisfies (4.1) and Aff(G )σ satisfies GR1-GR4.
Generalized reductive Lie algberas
The following conditions are equivalent. (i) idR R ≤ n and idRo R ≤ n. (ii) Every R-module M satisfies GpdR M ≤ n. (iii) Every finite R-module M satisfies G-dimR M ≤ n.
Gorenstein projective dimension for complexes
If φπ satisfies the condition, then φπ (K ∼ e ) = 0 for all e ∈ E , implying that φπ satisfies (6.5).
Branching Processes, and Random-Cluster Measures on Trees
As in the case of Markoff maps, if the edge relation (15) is satisfied along all edges, then it suffices that the vertex relation (14) be satisfied at a single vertex.
Generalized Markoff Maps and McShane's Identity
We will give the proof only for A ⊲⊳δ A, the one for A ⊲⊳δ A being similar (it will use the relations satisfied by Ω′ δ , instead of the ones satisfied by Ωδ ).
Generalized diagonal crossed products and smash products for quasi-Hopf algebras. Applications
But nothing allows us to claim that the rectangular R-transform of any symmetric distribution satisfies (iii), and that every function that satisfies (i), (ii), and (iii) is the rectangular Rtransform of a symmetric distribution.
Rectangular random matrices. Related convolution