The general theory of resonance shifts is used to derive a general expression for the second moment Af of a polycrystalline paramagnetic sample and is specialized to Af.

The experimental second moment Af conforms to the relation Af in agreement with theory.

If, as I suspect, the problem is largely of the second sort, then development of a theory better able to handle tone will result automatically in better theory for all phonologic subsystems.

On the positivist theory, everything I sought to express by calling it evil in the first case is still present in the second.

The second reaction can be described using either theory.

They are a set of axioms strong enough to prove many important facts about number theory and they allowed Gödel to establish his famous second incompleteness theorem.

A second theory deals with the Byzantine text-type.

As part of that theory, Newton considered that drag was due to the dimensions of a body, the density of the fluid, and the velocity raised to the second power.

A major modification to Noth's theory was made in 1973 by the American scholar Frank M. Cross, to the effect that two editions of the history could be distinguished, the first and more important from the court of king Josiah in the late 7th century, and the second Noth's 6th century Exilic history, and other scholars have detected many more authors / editors than either Noth or Cross allowed for.

But, because the writer had an incomplete and erroneous view of historical details in the second half of the sixth century, Daniel ’ s era, such imbalances support the theory of a late date of writing.

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.

The second part of Einstein's theory relates the diffusion constant to physically measurable quantities, such as the mean squared displacement of a particle in a given time interval.

The importance of the theory lay in the fact that it confirmed the kinetic theory's account of the second law of thermodynamics as being an essentially statistical law.

The second theory is simply that the battle occurred because the Persians finally moved to attack the Athenians.

Conversely, if the second theory is correct, then the Athenians were merely reacting to the Persians attacking them.

If the second theory is correct, this raises the further question of why the Persians, having hesitated for several days, then attacked.

He developed a method of measuring the horizontal intensity of the magnetic field which was in use well into the second half of the 20th century, and worked out the mathematical theory for separating the inner and outer ( magnetospheric ) sources of Earth's magnetic field.

The second theory is that the rules of the modern game of croquet arrived from Ireland during the 1850s, perhaps after being brought there from Brittany where a similar game was played on the beaches.

In theory, this is due to an earlier expression of aggression, and the fact that coyotes reach their full growth in their first year, unlike wolves, which reach it in their second.

The scope of classical control theory is limited to single-input and single-output ( SISO ) system design, except when analyzing for disturbance rejection using a second input.

With the second version, Valve instituted a policy of ' delayed bans ,' the theory being that if a new hack is developed which circumvents the VAC system, it will spread amongst the ' cheating ' community.

As a term, critical theory has two meanings with different origins and histories: the first originated in sociology and the second originated in literary criticism, whereby it is used and applied as an umbrella term that can describe a theory founded upon critique ; thus, the theorist Max Horkheimer described a theory as critical in so far as it seeks " to liberate human beings from the circumstances that enslave them.

The theory was based on how heat-treating metal works ( the temperatures are lowered to room temperature from a high degree causing certain strength increases in the molecular structure to occur ) and supposed that continuing the descent would allow for further strength increases.

When, in the 1970s and 1980s, Jürgen Habermas redefined critical social theory as a theory of communication, i. e. communicative competence and communicative rationality on the one hand, distorted communication on the other, the two versions of critical theory began to overlap or intertwine to a much greater degree than before.

The field of recursion theory, meanwhile, categorizes undecidable decision problems by Turing degree, which is a measure of the noncomputability inherent in any solution.

Building to some degree on his observations and artifacts, e. g. the Dymaxion map of the Earth he created, others began to ask if there was a way to make the Gaia theory scientifically sound.

While all theories of language acquisition posit some degree of innateness, a less convoluted theory might involve less innate structure and more learning.

Only the subjects with autism — who lack the degree of inferential capacity normally associated with aspects of theory of mind — came close to functioning as " meme machines ".

In practice, while few languages are considered typed from the point of view of type theory ( verifying or rejecting all operations ), most modern languages offer a degree of typing.

* The Galois theory of field extensions of infinite degree gives rise naturally to Galois groups that are profinite.

Many of the accepted notions of a unified theory of physics since the 1970s, including string theory, superstring theory, M-theory, loop quantum gravity, all assume, and to some degree depend upon, the existence of the graviton.

Instead of proving or disproving a theory, researchers in linguistic relativity now examine the interface between thought ( or cognition ), language and culture, and describe the degree and kind of interrelatedness or influence.

He is sometimes considered to be the founding father of the laissez-faire economic theory, but in fact argues for some degree of government control in order to maintain equity.

Tantra (, " loom, warp "; hence " principle, system, doctrine, theory ", from the verbal root " stretch, extend, expand ", and the suffix " instrument "), anglicised as tantrism or tantricism, is the name scholars give to a style of religious ritual and meditation that arose in medieval India no later than the fifth century CE, and which came to influence all forms of Indian religious expression to a greater or lesser degree.

Value theory encompasses a range of approaches to understanding how, why and to what degree people value things ; whether the thing is a person, idea, object, or anything else.

Eastwood developed as a boogie-woogie pianist early on and had originally intended to pursue a career in music by studying for a music theory degree after graduating from high school.

The first theory of integration was developed by Archimedes in the 3rd century BC with his method of quadratures, but this could be applied only in limited circumstances with a high degree of geometric symmetry.

In 2001 Buchanan was honoured with an honorary doctoral degree at Universidad Francisco Marroquín due his contribution to economic theory.

Consistent with the theory of confirmation holism, some scholars assert " fact " to be necessarily " theory-laden " to some degree.

Academic hoods in the United States are traditionally lined with the official colors of the school, in theory so watchers can tell where the hood wearer earned his or her degree.

Galois theory not only provides a beautiful answer to this question, it also explains in detail why it is possible to solve equations of degree four or lower in the above manner, and why their solutions take the form that they do.

A further step was the 1770 paper Réflexions sur la résolution algébrique des équations by the French-Italian mathematician Joseph Louis Lagrange, in his method of Lagrange resolvents, where he analyzed Cardano and Ferrarri's solution of cubics and quartics by considering them in terms of permutations of the roots, which yielded an auxiliary polynomial of lower degree, providing a unified understanding of the solutions and laying the groundwork for group theory and Galois theory.