`` There isn't anything left to say, is there, Keith ''??

There was a measure of protection in its concrete walls and ceiling, but the engineers who hastily installed it were well aware that concrete is not much better than prayer, if as efficacious, when a direct hit comes along.

There is nothing for you '', Matsuo said.

There is much truth in both these charges, and not many Bourbons deny them.

There is unceasing pressure, but its sources are immediate.

There is little time for the men in the command centers to reflect about the implications of these clocks.

There is no room for error or waste.

There is a New South emerging, a South losing the folksy traditions of an agrarian society with the rapidity of an avalanche -- especially within recent decades.

There is a haunting resemblance between the notion of cause in Copernicus and in Freud.

There is still the remote possibility of planetoid collision.

There is the unexplainable, and there art raises questions that it does not attempt to answer ''.

There is nothing holy in wedlock.

There is no more `` plot '' than that ; ;

There is a legend ( Hawthorne records it in his `` English Notebooks ''.

It consists of fragmentary personal revelations, such as `` The Spark '': `` There is a spark dwells deep within my soul.

There is only one catch to this idyllic arrangement: Adam Smith was wrong.

Harris J. Griston, in Shaking The Dust From Shakespeare ( 216 ), writes: `` There is not a word spoken by Shylock which one would expect from a real Jew ''.

There is no justification for such misrepresentation.

There is no socially existential answer to the question.

There is no selectivity ; ;

There is probably some significance in the fact that two of the best incest stories I have encountered in recent years are burlesques of the incest myth.

There is no necessity, I suppose, to assert that Mr. Faulkner is Southern.

There is evidence to suggest, in fact, that many authors of the humorous sketches were prompted to write them -- or to make them as indelicate as they are -- by way of protesting against the artificial refinements which had come to dominate the polite letters of the South.

There may be a case of this sort, but it is not one we wish to argue, here.

There is little evidence that they are giving any systematic thought to a general theory of the optimum scope and nature of their part in government.

There are several results in category theory which invoke the axiom of choice for their proof.

There are models of Zermelo-Fraenkel set theory in which the axiom of choice is false.

There is no documented evidence for this theory, however, and, the word liti was probably borrowed from 16th-18th century writings in Latin, where the word lituus could describe various wind instruments, such as the horn, the crumhorn, or the cornett.

There are also connections to string theory, game theory, graph matchings, solitons and integer programming.

There is also a theory that the form was invented by the 12th-century poet Alexander of Paris.

There are two parts to Einstein's theory: the first part consists in the formulation of a diffusion equation for Brownian particles, in which the diffusion coefficient is related to the mean squared displacement of a Brownian particle, while the second part consists in relating the diffusion coefficient to measurable physical quantities.

There are many variations of this theory, but perhaps the most prevalent is that the cavalry was re-embarked on the ships, and was to be sent by sea to attack ( undefended ) Athens in the rear, whilst the rest of the Persians pinned down the Athenian army at Marathon.

There is strong quantitative support for the theory that all living organisms on Earth are descended from a common ancestor.

Charles Darwin proposed the theory of universal common descent through an evolutionary process in On the Origin of Species, twice stating the hypothesis that there was only one progenitor for all life forms and ending with " There is a grandeur in this view of life, with its several powers, having been originally breathed into a few forms or into one ".

There was not yet a clearly enunciated theory of how to compose in the new style.

There is no definite or clear way to define the total energy of the universe due to the most widely accepted theory of gravity, general relativity.

In category theory, currying can be found in the universal property of an exponential object, which gives rise to the following adjunction in cartesian closed categories: There is a natural isomorphism between the morphisms from a binary product and the morphisms to an exponential object.

There are two major divisions in control theory, namely, classical and modern, which have direct implications over the control engineering applications.

There are different definitions used in group theory and ring theory.

There is a common interest in the processes ( often of a linguistic or symbolic kind ) that give rise to observable phenomena and here there is some mutual influence among the different versions of critical theory.

There are Cauchy – Riemann equations, appropriately generalized, in the theory of several complex variables.

There is a Trotskyist theory of permanent arms economy, put forward by Michael Kidron, which leads on from the contention that war and accompanying industrialisation is a continuing feature of capitalist states and that central planning and other features of the war economy are ever present.

There are three main interpretations of Hume's theory of causation represented in the literature: ( 1 ) the logical positivist ; ( 2 ) the skeptical realist ; and ( 3 ) the quasi-realist.

There is however no firm evidence that even this theory is correct.

There is an extensive body of mathematical theory that explores the consequences of making the allocation of units to treatments by means of some random mechanism such as tables of random numbers, or the use of randomization devices such as playing cards or dice.

There are several examples of evidence that support endosymbiosis theory.

There are many distinct FFT algorithms involving a wide range of mathematics, from simple complex-number arithmetic to group theory and number theory ; this article gives an overview of the available techniques and some of their general properties, while the specific algorithms are described in subsidiary articles linked below.