**Subfields**

Psychology encompasses a vast domain and includes many different approaches to the study of mental processes and behavior.

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### Other articles related to "subfields, subfield":

Artificial Intelligence

... AI research is highly technical and specialized, deeply divided into

... AI research is highly technical and specialized, deeply divided into

**subfields**that often fail to communicate with each other ... division is due to social and cultural factors**subfields**have grown up around particular institutions and the work of individual researchers ... There are**subfields**which are focused on the solution of specific problems, on one of several possible approaches, on the use of widely differing tools and towards the accomplishment ...DNA Nanotechnology - Fundamental Concepts -

... nanotechnology is sometimes divided into two overlapping

**Subfields**... nanotechnology is sometimes divided into two overlapping

**subfields**structural DNA nanotechnology and dynamic DNA nanotechnology ... of both the structural and dynamic**subfields**...Composite Field (mathematics)

... Let L be a field, and let F, K be

... Let L be a field, and let F, K be

**subfields**of L ... Then the (internal) composite of F and K is defined to be the intersection of all**subfields**of L containing both F and K ... When F and K are not regarded as**subfields**of a common field then the (external) composite is defined using the tensor product of fields ...Tensor Product Of Fields - Compositum of Fields

... is easy to identify (for example if K and L are both

... is easy to identify (for example if K and L are both

**subfields**of the complex numbers) or one proves a result that allows one to place both K and L (as isomorphic copies) in some large ...**Subfields**K and L of M are linearly disjoint (over a**subfield**N) when in this way the natural N-linear map of to K.L is injective ... the theory of cyclotomic fields is that for the nth roots of unity, for n a composite number, the**subfields**generated by the pkth roots of unity for prime powers dividing n are linearly ...Main Site Subjects

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