Outline of political science and Laplace transform: Difference between pages

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The '''Laplace transform''' of a [[function]] ''f''(''t'') defined for all [[real number|real numbers]] ''t'' ≥ 0 is the function ''F''(''s''), defined by:
These should be the most basic topics in the field--topics about which we'd like to have articles soon. Please see [[the most basic encyclopedia article topics]] for general instructions on constructing this list, and consult [[complete list of encyclopedia topics]].

I have one: [[Political media]]

Another topic:[[stress and political decision-making]]

Below is a topology loosely based on the [http://lcweb.loc.gov/catdir/cpso/lcco/lcco.html Library of Congress Classification System]

* [[Political science]] (General)
** [[Political science societies|Societies]]
** [[Political history]]
** [[Political scientists]]
* [[Political theory]]
** [[Theories of state]]
*** [[Oriental state]]
*** [[Islamic state]]
*** [[Ancient state]]
*** [[Medieval state]]
*** [[Modern state]]
**** [[Thomas Paine]]
*** [[Nationalism]]
*** [[Political geography]]
*** [[Sovereignty]]
*** [[Consent of the governed]]
*** [[Political violence]]
*** [[Patriotism]]
*** [[Symbolism]]
*** [[Forms of state]]
* [[Politicial institutions]]/[[Public administration]]
** [[Comparative government]]
** [[Three powers of the State]]
*** [[Executive]]
**** [[Executive branch]]
**** [[Executive power]]
**** [[Heads of state]]
*** [[Legislative]]
**** [[Legislative branch]]
**** [[Legislative process]]
**** [[Legislative power]]
**** [[Law making]]
*** [[Judicial]]
**** [[Judicial branch]]
**** [[Judicial power]]
** [[Political rights]]
** [[Political participation]]
** [[Public administration]]
*** [[Civil service]]
*** [[Political parties]]
* [[Law]]
** [[Trials]]
** [[Legal research]]
** [[International law]]
*** [[Diplomacy]]
* [[Elections]]
** [[Voting systems]]
** [[Game theory]]


: ''F''(''s'') = &int;<sub>0</sub><sup>&infin;</sup> ''e''<sup>-''st''</sup> ''f''(''t'') d''t''


The Laplace transform ''F''(''s'') typically exists for all real numbers ''s'' > ''a'', where ''a'' is a constant which depends on the growth behavior of ''f''(''t'').
See also: [[Fourier transform]], [[transfer function]], [[linear dynamic system]].

Revision as of 01:53, 29 January 2002

The Laplace transform of a function f(t) defined for all real numbers t ≥ 0 is the function F(s), defined by:

F(s) = ∫0 e-st f(t) dt

The Laplace transform F(s) typically exists for all real numbers s > a, where a is a constant which depends on the growth behavior of f(t).

See also: Fourier transform, transfer function, linear dynamic system.