But his definition of cultural imperialism stresses spreading the values of tolerance and openness to cultural change in order to avoid war and conflict between cultures as well as expanding accepted technological and legal standards to provide free traders with enough security to do business with more countries.

This definition stresses the universality of language to all humans and the biological basis of the human capacity for language as a unique development of the human brain.

This definition stresses the fact that human languages can be described as closed structural systems consisting of rules that relate particular signs to particular meanings.

To be sure, as to not misinterpret Gutierrez ’ s definition of the term " preferential option ," he stresses, “ Preference implies the universality of God ’ s love, which excludes no one.

Although this is the primary definition of the base word adult, the two word term biological adult stresses or clarifies that the original definition, based on the beginning of puberty, is being used ( that is, the organism has matured to the biologically important point of being able to reproduce ).

A lamination is a planchet defect ( see definition of " Planchet " under " Terms ") originating when a portion of the coin metal separates from itself due to impurities or internal stresses.

While the above stresses two important elements of internal displacement ( coercion and the domestic / internal movement ) it is important to note that rather than a strict definition, the Guiding Principles offer “ a descriptive identification of the category of persons whose needs are the concern of the Guiding Principles ”.

By definition, pressure at a point is equal in all directions but stresses at a point can be different in different directions.

This origin narrative emphasizes a definition of performance as being " between theatre and anthropology " and often stresses the importance of intercultural performances as an alternative to either traditional proscenium theatre or traditional anthropological fieldwork.

The subscript p indicates that the pressure is held constant during the expansion, and the subscript " V " stresses that it is the volumetric ( not linear ) expansion that enters this general definition.

The former definition stresses negative constructions of the West and is often focused on the Islamic world.

While many scientific experts might agree on a common definition of the term " coast ", the delineation of the extents of a coast differ according to jurisdiction, with many scientific and government authorities in various countries differing for economic and social policy reasons.

The unease and self-deception that characterized that period of colonial history would be revisited in many forms at political and social moments of crisis ( such as the Salem witch trials, which coincided with frontier warfare and economic competition among Indians and French and other European settlers ) and during lengthy periods of cultural definition ( such as the American Renaissance of the late 18th-and early 19th-century literary, visual, and architectural movements, which sought to capitalize on unique American identities ).

It fits with Pierre Bourdieu ’ s definition of " social capital " as:

The term's correct definition is broader, since a fatwā may concern any aspect of individual life, social norms, religion, war, peace, jihad, and politics.

Several years earlier, DOB founders Del Martin and Phyllis Lyon similarly relegated sexual acts as unnecessary in determining what a lesbian is, by providing their definition: " a woman whose primary erotic, psychological, emotional and social interest is in a member of her own sex, even though that interest may not be overtly expressed ".

Unlike the earlier leftist focus on union activism, the " New Left " instead adopted a broader definition of political activism commonly called social activism.

The creation, performance, significance, and even the definition of music vary according to culture and social context.

Critics, including practitioners in the physical sciences and social activists, have argued that such definition and quantification is impossibly difficult, and that such measurements are often misused, such as with psychometric personality tests used in employment procedures:

The definition of measurement in the social sciences has a long history.

It goes beyond architecture ’ s definition of ‘ making buildings ’ and reaches out for global views on architecture and design, broader attitudes to social structures, and creating environments to live in.

Émile Durkheim, Karl Marx and Max Weber are typically cited as the principal architects of modern social science by this definition.

There is also a challenge in arriving at a definition of social which satisfies academics from different disciplines.

" ( Marx, introduction ) This is a functional definition of religion, meaning that it explains what religion does in social life: essentially, it unites societies.

" Bain's definition remains common among scholars today, especially social scientists.

But equally prominent is the definition of technology as applied science, especially among scientists and engineers, although most social scientists who study technology reject this definition.

This definition provided a way of broadly categorizing the nations of the earth into three groups based on social, political, and economic divisions.

Although not necessarily " voyeurism " in its original definition, as individuals in these given situations are aware of their audience, the concept behind " reality TV " is to allow unscripted social interaction with limited outside interference or influence.

The groups to which people belong will therefore provide their members with the definition of who they are and how they should behave in the social sphere.

The cultural traits typically coupled to a particular sex finalize the assignment of gender and the biological differences which play a role in classifying either sex is interchangeable with the definition of gender within the social context.

Its initial political stance – in the June 1919 Manifesto – includes, however, many elements that would not be normally associated with fascism in the classic definition, including support for democracy ( indeed, the fascist manifesto actually called for greater democratic rights ) and a limited number of social ideas.

Even further back, in 1978 Peter and Trudy Johnson-Lenz coined the term groupware ; their initial 1978 definition of groupware was, “ intentional group processes plus software to support them .” Later in their article they went on to explain groupware as “ computer-mediated culture ... an embodiment of social organization in hyperspace.

However the United Nations definition does not include sexual orientation ( or even social and political groups ) within its qualifications for the crime.

An inclusion of social groups in a definition of genocide would further challenge the notion of the Jewish genocide as unique within the context of the Holocaust.

This is a very abstract definition since, in category theory, morphisms aren't necessarily functions and objects aren't necessarily sets.

Carl Jung's definition of abstraction broadened its scope beyond the thinking process to include exactly four mutually exclusive, different complementary psychological functions: sensation, intuition, feeling, and thinking.

There is a larger class of number-theoretic functions that do not fit the above definition, e. g. the prime-counting functions.

The definition works without any changes if instead of vector spaces over a field F, we use modules over a commutative ring R. It also can be easily generalized to n-ary functions, where the proper term is multilinear.

" With the latter definition, Confucianism is religious, even if non-theistic, in the sense that it " performs some of the basic psycho-social functions of full-fledged religions ", in the same way that non-theistic ideologies like Communism do.

In addition, this article discusses the definition for the more general case of functions between two metric spaces.

The definition of a halting probability relies on the existence of prefix-free universal computable functions.

Such a definition can be formulated in terms of equivalence classes of smooth functions on M. Informally, we will say that two smooth functions f and g are equivalent at a point x if they have the same first-order behavior near x.

* Church, along with mathematician Stephen Kleene and logician J. B. Rosser created a formal definition of a class of functions whose values could be calculated by recursion.

These formulas can even serve as the definition of the trigonometric functions for complex arguments x.

The definition places virtually no restrictions on which functions of the data can be called the " estimators ".

Hash functions are primarily used in hash tables, to quickly locate a data record ( for example, a dictionary definition ) given its search key ( the headword ).

This is the same as the definition of the derivative for real functions, except that all of the quantities are complex.

Such a definition generalizes to the concept of an identity morphism in category theory, where the endomorphisms of M need not be functions.

Radon measures have an alternative definition in terms of linear functionals on the locally convex space of continuous functions with compact support.

A common use of the phrase ANN model really means the definition of a class of such functions ( where members of the class are obtained by varying parameters, connection weights, or specifics of the architecture such as the number of neurons or their connectivity ).

Turing machines can compute functions as follows: if f is a function that takes natural numbers to natural numbers, M < sup > A </ sup > is a Turing machine with oracle A, and whenever M < sup > A </ sup > is initialized with the work tape consisting of n + 1 consecutive 1's ( and blank elsewhere ) M < sup > A </ sup > eventually halts with f ( n ) 1's on the tape, then M < sup > A </ sup > is said to compute the function f. A similar definition can be made for functions of more than one variable, or partial functions.

Mathematical functions have one or more arguments that are designated in the definition by variables, while their definition can also contain parameters.

When parameters are present, the definition actually defines a whole family of functions, one for every valid set of values of the parameters.