This is puzzling to an outsider conscious of the classic tradition of liberalism, because it is clear that these Democrats who are left-of-center are at opposite poles from the liberal Jefferson, who held that the best government was the least government.

In fact it has caused us to give serious thought to moving our residence south, because it is not easy for the most objective Southerner to sit calmly by when his host is telling a roomful of people that the only way to deal with Southerners who oppose integration is to send in troops and shoot the bastards down.

Had the situation been reversed, had, for instance, England been the enemy in 1898 because of issues of concern chiefly to New England, there is little doubt that large numbers of Southerners would have happily put on their old Confederate uniforms to fight as allies of Britain.

But it is more than irony: one of the main reasons why nationalism is no longer a tenable concept is because it has spread throughout the planet.

The `` approximate '' is important, because even after the order of the work has been established by the chance method, the result is not inviolable.

Often it is recognized that all the details of the pattern may not be essential to the outcome but, because the pattern was empirically determined and not developed through theoretical understanding, one is never quite certain which behavior elements are effective, and the whole pattern becomes ritualized.

Yet often fear persists because, even with the most rigid ritual, one is never quite free from the uneasy feeling that one might make some mistake or that in every previous execution one had been unaware of the really decisive act.

Or is it relevant because it teaches us something useful to know about ourselves??

I knew that a conversation with the author would not settle such questions, because a man is not the same as his writing: in the last analysis, the questions had to be settled by the work itself.

I suggested that one must let it in because it is the truth, but Beckett did not take to the word truth.

That is why the form itself becomes a preoccupation, because it exists as a problem separate from the material it accommodates.

It is because there is not only darkness but also light that our situation becomes inexplicable.

If they avoid the use of the pungent, outlawed four-letter word it is because it is taboo ; ;

Jazz is good not only because it promotes wholeness but because of its decided sexual effect.

It is worth dwelling in some detail on the crisis of this story, because it brings together a number of characteristic elements and makes of them a curious, riddling compound obscurely but centrally significant for Mann's work.

Ralph Snyderman and Andrew Weil state that " integrative medicine is not synonymous with complementary and alternative medicine.

One of his most celebrated achievements is the discovery of the first arithmetic Weil cohomology theory: the ℓ-adic étale cohomology.

For drivers, the main route through the region is the rapid A 5 ( E35 ) motorway, but a variety of sign-posted scenic routes such as the Schwarzwaldhochstraße (, Baden-Baden to Freudenstadt ), Schwarzwald Tälerstraße (, the Murg and Kinzig valleys ) or Badische Weinstraße ( Baden Wine Street,, a wine route from Baden-Baden to Weil am Rhein ) offers calmer driving along high roads.

A tram line extension to Weil am Rhein is currently under construction along this road.

Bacchylides has often been compared unflatteringly with Pindar, as for example by the French critic, Henri Weil: " There is no doubt that he fails of the elevation, and also of the depth, of Pindar.

This is an affine analogue of the distinction between Cartier divisors and Weil divisors on a singular algebraic variety.

One of the exceptions is furnished by three conjectures made by André Weil during the late 1940s ( the Weil conjectures ).

This is somewhat ironic, since arguably Weil was the mathematician of the 1940s and 1950s who best played the Hilbert role, being conversant with nearly all areas of ( theoretical ) mathematics and having been important in the development of many of them.

Noteworthy for its appearance on the list of Hilbert problems, Smale's list and the list of Millennium Prize Problems — and even, in its geometric guise, in the Weil Conjectures — is the Riemann hypothesis.

* Case g = 1: no points, or C is an elliptic curve and its rational points form a finitely generated abelian group ( Mordell's Theorem, later generalized to the Mordell – Weil theorem ).

Jonathan Weil, a reporter at the Dallas bureau of The Wall Street Journal, is credited with first breaking the story of financial abuses at Enron in September 2000.

The function obtained in this way is, remarkably, a cusp form of weight two and level N and is also an eigenform ( an eigenvector of all Hecke operators ); this is the Hasse – Weil conjecture, which follows from the modularity theorem.

Simone Weil also in that work provided a psychological explanation for the mental peace associated with a good conscience: " the liberty of men of goodwill, though limited in the sphere of action, is complete in that of conscience.

It is also known as Eucosmodontid woodi ( Weil 1998 ).

This is an example of the cycle class map of de Rham cohomology, see Weil cohomology.

The earliest antecedent of the Weil conjectures is by Carl Friedrich Gauss and appears in section VII of his Disquisitiones Arithmeticae, concerned with roots of unity and Gaussian periods.

It is easy to check all parts of the Weil conjectures directly.

It is again easy to check all parts of the Weil conjectures directly.

It is also easy to prove the Weil conjectures for other spaces, such as Grassmannians and flag varieties, which have the same " paving " property.

The first problem with this is that the coefficient field for a Weil cohomology theory cannot be the rational numbers.

( This is a little inaccurate: Deligne did later show that E ∩ E < sup >⊥</ sup > = 0 by using the hard Lefschetz theorem, this requires the Weil conjectures, and the proof of the Weil conjectures really has to use a slightly more complicated argument with E / E ∩ E < sup >⊥</ sup > rather than E .) An argument of Kazhdan and Margulis shows that the image of the monodromy group acting on E, given by the Picard – Lefschetz formula, is Zariski dense in a symplectic group and therefore has the same invariants, which are well known from classical invariant theory.

The chance of offspring with albinism resulting from the pairing of an organism with albinism and one without albinism is low.

* Lemma A Banach space X is reflexive if and only if the natural pairing on X × X ′ is perfect.

The theory is also used in nuclear physics to describe the pairing interaction between nucleons in an atomic nucleus.

In many superconductors, the attractive interaction between electrons ( necessary for pairing ) is brought about indirectly by the interaction between the electrons and the vibrating crystal lattice ( the phonons ).

* Light roux: The secret to making a good gumbo is pairing the roux with the protein.

This is called complementary base pairing.

The pairing of a functional φ in the dual space V * and an element x of V is sometimes denoted by a bracket:

One set of odd or even lines is referred to as a " field ", and a consecutive pairing of two fields of opposite parity is called a frame.

The pairing is paralleled with the combining of shareera ( body ) and vedana ( feelings or sensations which arise within the body but are experienced through the mind ) in major sutras such as the Mahasatipatthana sutra.

[...] A linguistic system is a series of differences of sound combined with a series of differences of ideas ; but the pairing of a certain number of acoustical signs with as many cuts made from the mass thought engenders a system of values.

The pairing of bases in DNA through hydrogen bonding means that the information contained within each strand is redundant.

The phenomenon in helium-3 is thought to be related to pairing of helium-3 fermions to make bosons, in analogy to Cooper pairs of electrons producing superconductivity .< ref >

This forced low-spin pairing is indeed thought to happen in iron when oxygen binds, but is not enough to explain iron's change in size.

Representation of an organic compound | organic hydroxyl group, where R represents a hydrocarbon or other organic moiety, the red and grey spheres represent oxygen and hydrogen atoms, respectively, and the rod-like connections between these, covalent chemical bond s. A hydroxyl is a chemical functional group containing an oxygen atom connected by a covalent bond to a hydrogen atom, a pairing that can be simply understood as a substructure of the water molecule.

The joint entropy of two discrete random variables and is merely the entropy of their pairing:.

In many superconductors, the attractive interaction between electrons ( necessary for pairing ) is brought about indirectly by the interaction between the electrons and the vibrating crystal lattice ( the phonons ).

Meiosis is a key feature for all sexually reproducing eukaryotes in which homologous chromosome pairing, synapse and recombination occur.

The process of pairing the homologous chromosomes is called synapsis.

Thus pairing is highly specific and exact.

* Tautomerism – A base is changed by the repositioning of a hydrogen atom, altering the hydrogen bonding pattern of that base resulting in incorrect base pairing during replication.

In this process, in between the two levels of the simple protolanguage system ( the " expression " and " content " pairing of the Saussure's sign ), an additional level of content is inserted.

This extra binding energy is made available as a result of the mechanism of neutron pairing effects.