We state therefore a theorem which is practically demonstrated; there is no sensation in matter.
"The Right Knock" by Helen Van-Anderson
But just demonstrate this theorem, Hoggy, old boy.
"At Good Old Siwash" by George Fitch
Be this as it may, few theorems appear to us more promising of interest.
"Blackwood's Edinburgh Magazine, Volume 56, Number 347, September, 1844" by Various
The period passed like a moment, as theorem after theorem was disposed of.
"Peggy" by Laura E. Richards
According to his disciple, M'Culloch, Ricardo's great merit was that he 'laid down the fundamental theorem of the science of value.
"The English Utilitarians, Volume II (of 3)" by Leslie Stephen
I could not have believed that any one would consider a theorem or a page of French difficult.
"Elizabeth Hobart at Exeter Hall" by Jean K. Baird
It is the result of experience of a mathematical theorem concerning unique distributions.
"Life and Matter" by Oliver Lodge
Dear girl, it seems that always I must woo you in metaphysics and express my ardour in theorems.
"The Jessica Letters: An Editor's Romance" by Paul Elmer More
In it he developed the law of three centers, now known as Kennedy's theorem.
"Kinematics of Mechanisms from the Time of Watt" by Eugene S. Ferguson
Brook Taylor, well known to mathematicians as the discoverer of "Taylor's theorem," entered as a Fellow Commoner 3rd April 1701.
"St. John's College, Cambridge" by Robert Forsyth Scott
This is not put forward as an obvious result; it depends upon a refined dynamical theorem.
"The Story of the Heavens" by Robert Stawell Ball
Such were a few of the theorems to which his discovery of this nebula led him.
"Sir William Herschel: His Life and Works" by Edward Singleton Holden
Big, perilous theorem, hard for king and priest; 'Pursue the West but long enough, 'tis East!
"Christopher Columbus and His Monument Columbia" by Various
Yet, here was a woman whose mind he had to respect, using the term as a proved theorem.
"In the Heart of a Fool" by William Allen White
This is the theorem of these volumes.
"The Stones of Venice, Volume III (of 3)" by John Ruskin
Really, all geometrical theorems are laws of external nature.
"Analysis of Mr. Mill's System of Logic" by William Stebbing
The following theorem covers a large number of important cases.
"Encyclopaedia Britannica, 11th Edition, Volume 7, Slice 2" by Various
Generally speaking, Aristotle says, Begging the Question consists in not demonstrating the theorem.
"Logic, Inductive and Deductive" by William Minto
Theoreme, as I will declare in the booke of proofes.
"The Path-Way to Knowledg" by Robert Record
Whence I seem to gather the two following Theorems.
"Opticks" by Isaac Newton
For, as their nurses dandle them
They crow binomial theorem,
With views (it seems absurd to us)
On differential calculus.
"My Dream" by William Schwenck Gilbert
Alone to the weight of impassivity,
Incest of spirit, theorem of desire,
Without will as chalky cliffs by the sea
Empty as the bodiless flesh of fire:
"Last Days Of Alice" by Allen Tate
JHANE BARNES Theorem from Couteur Designs/ A Division of Kenmark Group.
Greer's OC: Coffee bar Theorem now open.
Here's the news: Alain Connes — a French Fields medalist — has come up with a new proof of Morley 's theorem.
We Still Should Remember the Nyquist Sampling Theorem.
Yet there's plenty of drama and passion in the story of Fermat's last theorem.
Terry Gilliam's 'Zero Theorem ' sells round the world.
Voltage Pictures has sold territories including France, Germany and Italy on Terry Gilliam's "The Zero Theorem ," starring Christoph Waltz.
Infinite Monkey Theorem , Erbert and Gerbert's coming to Denver.
Dionne and the Sargent Theorem .
Theorem Clinical Research Inc Leaders Will Attend AdvaMED MedTech Conference.
What do you think has been the key to Theorem 's successful growth over the past decade.
Taking the Fundamental Theorem challenge.
Roger Federer's future, the Jimmy Connors theorem and the Petko Dance.
Needy Gonzales Truth Theorem .
"What makes a theorem great.".
Then, the second theorem reads Theorem 2 Let Wg : P [[x, p, ]] −→ bP [[bx, bp, ]] be the vector space isomorphism deﬁned in Theorem 1.
Matrix representation of the generalized Moyal algebra
We will start by showing how the two-dimensional analogue of Theorem 2 for Poisson processes is an immediate consequence of Theorem 3, the extension of Burke’s theorem given in the previous section, and the symmetry formula (20).
Random matrices, non-colliding processes and queues
Formally, this theorem does not depend on Theorem 2.1 but in fact its hypothesis are equivalent to the ones of Theorem 2.1 and its conclusions are corollaries of Theorem 2.1.
Random groups in the optical waveguides theory
Follows immediately from Theorem 2.8 and the Gantmacher-Krein theorem (see Chapter 2, Theorem 6 there) claiming that the eigenvalues of a totally positive matrix are distinct real numbers.
Moduli spaces of convex projective structures on surfaces
The convergence to a Brownian motion stated in Theorem 1 also follows, but this could have been obtained (avoiding an analysis of the inﬁnitesimal generator) by applying Theorem 17.1 of [Bil] and Theorem 2.1 of [DFGW].
Mott law as lower bound for a random walk in a random environment
The proof of Theorem 1.1 is ﬁnished since if ψ vanishes on an open set, it vanishes everywhere on X by the usual Carleman-type unique continuation theorem [3, Theorem 17.2.1].
Absence of super-exponentially decaying eigenfunctions on Riemannian manifolds with pinched negative curvature
In this section, we prove Theorem 1.4; we translate Theorem 1.4 into a purely combinatorial statement (Theorem 5.3 below) which we prove using a simple algorithm.
Desingularization of toric and binomial varieties
Our main results are the description of this subalgebra under various assumptions (Theorem 4.5 and Theorem 4.8) and the explicit formulas (Theorem 5.4) of the associated module of the TGWA.
Locally finite simple weight modules over twisted generalized Weyl algebras
By Theorem 1.3(a) the process eZ (n) is tight with respect to the annealed law given by the semi-direct product P∗ = P × P 0 ω . (See Theorem 1.1 for the analogous result for the discrete time simple random walk.) Proof of Theorem 1.5.
Random walk on the incipient infinite cluster on trees
For the purpose of proving Theorem 1.2, it actually suﬃces to use a weaker theorem (Theorem 2.1 of ) whose proof is signiﬁcantly simpler.
Central limit theorems for random polytopes in a smooth convex set
Minimax Theorems: In this section as an application of ubiquitous Hall’s theorem we discuss the theorem of Konig-Egervary.
The Friendship Theorem and Minimax Theorems
Menger’s Theorem: Perhaps the most important theorem in the entire graph theory is Menger’s theorem, the theorem first proved by K. Menger in 1927.
The Friendship Theorem and Minimax Theorems
Now, let us recall from [7, 6] the structure of cosemisimple corings, which is tightly related to the coring version of the Generalized Descent Theorem formulated in [6, Theorem 3.10]. A coring is said to be cosemisimple if it satisﬁes one of the equivalent conditions of the following theorem.
Galois Corings and a Jacobson-Bourbaki type Correspondence
The fundamental theorem here is a consequence of G¨odel’s completeness theorem called the compactness theorem: a theory T has a model if every ﬁnite subset of T has a model.
Integration in valued fields
It is easy to see that Theorem 4.2 follows from Theorem 4.5, because under the assumptions of Theorem 4.2, for M > λ and h suﬃciently large, we have N (f , h, hM ) = 1.
Constructive Function Theory on Sets of the Complex Plane through Potential Theory and Geometric Function Theory