Analytic
Generally speaking, analytic (from Greek ἀναλυτικός - analytikos) refers to the "having the ability to analyze" or "division into elements or principles."
It can also have the following meanings:
Natural sciences
- In chemistry:
- In mathematics:
- Abstract analytic number theory, the application of ideas and techniques from analytic number theory to other mathematical fields
- Analytic capacity, a number that denotes how big a certain bounded analytic function can become
- Analytic combinatorics, a branch of combinatorics that describes combinatorial classes using generating functions
- Analytic continuation, a technique to extend the domain of definition of a given analytic function
- Analytical expression, a mathematical expression using well-known operations that lend themselves readily to calculation
- Analytic function, a function that is locally given by a convergent power series
- Analytic geometry, the study of geometry using the principles of algebra
- Analytic number theory, a branch of number theory that uses methods from mathematical analysis
- Analytic solution: a solution to a problem that can be written in "closed form" in terms of known functions, constants, etc. [1]
- Analytic variety, the set of common solutions of several equations involving analytic functions
- In set theory:
- In proof theory:
- Other mathematical areas:
- In Computer Science:
- Other scientific areas:
Philosophy
Social sciences
- In psychology:
- In sociology:
- Analytic induction, the systematic examination of similarities between various social phenomena to develop concepts or ideas
- Analytic frame, a detailed sketch or outline of some social phenomenon, representing initial idea of a scientist analyzing this phenomenon
- In politics:
- In linguistics:
- Analytic language, a natural language in which most morphemes are free (separate), instead of fused together
Finance
- A financial analytic is a standardized measurement of an asset's attributes.
Other areas
See also
References