As early as the 1956 Hungarian Revolution, the leadership of the American SWP was beginning to show signs of convergence with the developing political line of the organisations grouped in the ISFI.

introduced the concept of the " rumor bomb " as a response to the widespread empirical phenomenon of rumoresque communication in contemporary relations between media and politics, especially within the complex convergence of multiple forms of media, from cell phones and internet, to radio, TV, and print.

According to Harsin, rumor in politics has always existed, but recent changes have created an environment ripe for a new kind of political rumor: a new media " convergence culture " where information produced on the internet can influence the production of media content in other forms ; new media technologies and business values that emphasize speed and circulation that combine with entertainment values in news, political marketing, and public craving of tabloid news that mirrors other entertainment genres.

" In a feature in its final issue, Spy magazine asserted that the magazine's premise was flawed ; there was no real convergence of politics and celebrity lifestyles.

Nau ( 2001 ) contends that Kennedy's " realist " model of international politics underestimates the power of national, domestic identities or the possibility of the ending of the Cold War and the growing convergence of democracy and markets resulting from the democratic peace that followed.

In the aftermath of this disarray, the convergence of von Moltke's operational redesign, von Roon and Wilhelm's restructuring of the army, and Bismarck's diplomacy influenced the restructuring of the European balance of power.

Oceanic models have shown that the opening of these two passages limited polar heat convergence and caused a cooling of sea surface temperatures by several degrees ; other models have shown that CO < sub > 2 </ sub > levels also played a significant role in the glaciation of Antarctica < sup >.</ sup >

Equipped with the topology of pointwise convergence on A ( i. e., the topology induced by the weak -* topology of A < sup >∗</ sup >), the character space, Δ ( A ), is a Hausdorff compact space.

Michael Kelly, a Washington Post journalist and critic of anti-war movements on both the left and right, coined the term " fusion paranoia " to refer to a political convergence of left-wing and right-wing activists around anti-war issues and civil liberties, which he said were motivated by a shared belief in conspiracism or anti-government views.

* Purity and convergence, affected by the Earth's magnetic field, must be factory preset ( biased ) for operation in either the northern hemisphere, the southern hemisphere, or the equatorial area.

Most established scientific knowledge is supported by a convergence of evidence: if not, the evidence is comparatively weak, and there will not likely be a strong scientific consensus.

For example, the theory of evolution is supported by a convergence of evidence from genetics, molecular biology, paleontology, geology, biogeography, comparative anatomy, comparative physiology, and many others.

Instead, with the topology of compact convergence, C ( a, b ) can be given the structure of a Fréchet space: a locally convex topological vector space whose topology can be induced by a complete translation-invariant metric.

* Art and Technology: The Palo Alto International Film Festival, a program of the Palo Alto Institute, is the only film festival in the United States to celebrate the convergence of art and technology, by focusing on the influence of emerging technologies on cinema.

Central Japan is marked by the convergence of the three mountain chains — the Hida, Kiso, and Akaishi mountains — that form the Japanese Alps ( Nihon Arupusu ), several of whose peaks are higher than 3, 000 meters.

Kolmogorov strengthened this result, by effectively providing the rate of this convergence ( see below ).

Genealogically related languages present shared retentions, that is, features of the proto-language ( or reflexes of such features ) that cannot be explained by chance or borrowing ( convergence ).

By the late 20th century, the rapid development and convergence of information and telecommunications technologies gave rise to an ICT industry on the island along with many incentives provided by the government.

He explicitly includes universe representations describable by non-halting programs whose output bits converge after finite time, although the convergence time itself may not be predictable by a halting program, due to Kurt Gödel's limitations.

The emergence of nanotechnology in the 1980s was caused by the convergence of experimental advances such as the invention of the scanning tunneling microscope in 1981 and the discovery of fullerenes in 1985, with the elucidation and popularization of a conceptual framework for the goals of nanotechnology beginning with the 1986 publication of the book Engines of Creation.

The convergence of documentary evidence of the type used by academics for authorial attribution — title pages, testimony by other contemporary poets and historians, and official records — sufficiently establishes Shakespeare's authorship for the overwhelming majority of Shakespeare scholars and literary historians, and no evidence links Oxford to Shakespeare's works.

The definition of convergence via nets is important in topology, where preorders cannot be replaced by partially ordered sets without losing important features.

For morphological data, unfortunately, the only objective way to determine convergence is by the construction of a tree – a somewhat circular method.

The Downtown area between the rivers is known as the Golden Triangle, and the site at the actual convergence, which is occupied by Point State Park, is referred to simply as " the Point.

An argument by Freeman Dyson shows that the radius of convergence of the perturbation series in QED is zero.

The above series is a prototypical Dirichlet series that converges absolutely to an analytic function for s such that and diverges for all other values of s. Riemann showed that the function defined by the series on the half-plane of convergence can be continued analytically to all complex values.

About 20 mm per year of the India-Asia convergence is absorbed by thrusting along the Himalaya southern front.

Several methods have been proposed to remedy this by increasing genetic diversity somehow and preventing early convergence, either by increasing the probability of mutation when the solution quality drops ( called triggered hypermutation ), or by occasionally introducing entirely new, randomly generated elements into the gene pool ( called random immigrants ).

Facing the competition between Russia and Austria – Hungary on the Balkans, Bismarck felt that this agreement was essential to prevent a Russian convergence toward France and to continue the diplomatic isolation of the French so ensuring German security against a threatening two-front war.

The common hepatic duct is the duct formed by the convergence of the right hepatic duct ( which drains bile from the right functional lobe of the liver ) and the left hepatic duct ( which drains bile from the left functional lobe of the liver ).

It strongly impacts the convenience and cost of maintaining an application and its database, and has been the major motivation for the emergence and success of the Relational model, as well as the convergence to a common database architecture.

Given its limitations, however, NAALC has not produced ( and in fact was not intended to achieve ) convergence in employment, productivity and salary trend in North America.

It was evicted in December 2002 following its use as a convergence centre for protests against the November World Trade Organisation talks.

Since then, despite some calls for convergence centred on the structure and agency debate, its methodological, theoretical and topical diversity has spread even more, leading to numerours definitions of social geography and, therefore, contemporary scholars of the discipline identifying a great variety of different social geographies.

In short, Tanzania is the first African country to adapt its regulatory environment to the phenomenon of convergence.

The convergence of sequences of random variables to some limit random variable is an important concept in probability theory, and its applications to statistics and stochastic processes.

If we studied this as a power series, its properties would include, for example, that its radius of convergence is 1.

France Telecom, aiming for convergence, uses the Orange brand for its Internet operations, formerly marketed under the Wanadoo brand ( along with MaLigneTV in France ) from 1 June 2006.

) For a near-orthogonal matrix, rapid convergence to the orthogonal factor can be achieved by a " Newton's method " approach due to ( 1990 ), repeatedly averaging the matrix with its inverse transpose.

The inverse power method, which finds some smallest root first, is what drives the Jenkins – Traub method and gives it its numerical stability and fast convergence even in the presence of multiple or clustered roots.

Owing to its position at the convergence of the Asiatic roads leading to the new capital, Nicomedia retained its importance even after the foundation of Constantinople.

While consumer electronics continues in its trend of convergence, combining elements of many products, consumers face different decisions when purchasing.

Critical to its ascent were its military importance in the Roman Empire as well as its favorable location at the convergence of the Alpine rivers Lech and Wertach with direct access to the most important Alpine passes.

Also, in the article he noted the difference between the absolute and conditional convergence of series and its impact in what was later called the Riemann series theorem.

Addition is also commutative, so permuting the terms of a finite sequence does not change its sum ( for infinite summations this property may fail ; see absolute convergence for conditions under which it still holds ).

Ten years after, in, Lamberto Cesari changed the continuity requirement in Tonelli's definition to a less restrictive integrability requirement, obtaining for the first time the class of functions of bounded variation of several variables in its full generality: as Jordan did before him, he applied the concept to resolve of a problem concerning the convergence of Fourier series, but for functions of two variables.

Owing to its position at the convergence of the Asiatic roads leading to the new capital, Nicomedia retained its importance even after the foundation of Constantinople.

This function was first studied in detail by Carl Friedrich Gauss, who explored the conditions for its convergence.

The group operation on the dual group is given by pointwise multiplication of characters, the inverse of a character is its complex conjugate and the topology on the space of characters is that of uniform convergence on compact sets ( i. e., the compact-open topology, viewing Ĝ as a subset of the space of all continuous functions from G to T .).