pure dwarf - Definition. Was ist pure dwarf
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Was (wer) ist pure dwarf - definition

METAPHYSICAL CONCEPT BY DELEUZE; A CONCEPTION OF IMMANENCE THAT ALREADY INCLUDES LIFE AND DEATH
Pure immanence; Pure Immanence

Pure Oil         
  • station in Monroe, Wisconsin]], built in 1935.
  • Postcard showing a Pure Oil station and a lunch counter, ca. 1930-1945.
U.S. BRAND OF FUEL RETAILERS OWNED BY PURE OIL JOBBERS COOPERATIVE, INC.
Pure Oil Company; Ohio Cities Gas Company
Pure Oil Company was an American petroleum company founded in 1914 and sold to what is now Union Oil Company of California in 1965. The Pure Oil name returned in 1993 as a cooperative (based in Rock Hill, South Carolina since 2008) which has grown to supply 350 members in 10 Southern states.
Ultra-cool dwarf         
TYPE OF STELLAR OR SUB-STELLAR OBJECT
Ultra cool dwarf; Ultracool dwarf
An ultra-cool dwarf is a stellar or sub-stellar object of spectral class M that has an effective temperature under .
Pure spinor         
SPINOR ANNIHILATED BY A MAXIMAL ISOTROPIC SUBSPACE OF GAMMA MATRICES
Projective pure spinor; Simple spinor
In the domain of mathematics known as representation theory, pure spinors (or simple spinors) are spinors that are annihilated under the Clifford action by a maximal isotropic subspace of the space

Wikipedia

Plane of immanence

Plane of immanence (French: plan d'immanence) is a founding concept in the metaphysics or ontology of French philosopher Gilles Deleuze.

Immanence, meaning residing or becoming within, generally offers a relative opposition to transcendence, that which extends beyond or outside. Deleuze "refuses to see deviations, redundancies, destructions, cruelties or contingency as accidents that befall or lie outside life; life and death [are] aspects of desire or the plane of immanence." This plane is a pure immanence which is an unqualified immersion or embeddedness, an immanence which denies transcendence as a real distinction, Cartesian or otherwise. Pure immanence is thus often referred to as a pure plane, an infinite field or smooth space without substantial or constitutive division. In his final essay entitled Immanence: A Life, Deleuze wrote: "It is only when immanence is no longer immanence to anything other than itself that we can speak of a plane of immanence."