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- Berezin_integral abstract "In mathematical physics, a Berezin integral, named after Felix Berezin, (or Grassmann integral, after Hermann Grassmann) is a way to define integration of elements of the exterior algebra (Hermann Grassmann 1844). It is called integral because it is used in physics as a sum over histories for fermions, an extension of the path integral.".
- Berezin_integral wikiPageID "20041308".
- Berezin_integral wikiPageRevisionID "592950528".
- Berezin_integral hasPhotoCollection Berezin_integral.
- Berezin_integral subject Category:Differential_forms.
- Berezin_integral subject Category:Integral_calculus.
- Berezin_integral subject Category:Mathematical_physics.
- Berezin_integral subject Category:Multilinear_algebra.
- Berezin_integral subject Category:Quantum_electrodynamics.
- Berezin_integral subject Category:Quantum_field_theory.
- Berezin_integral type Abstraction100002137.
- Berezin_integral type DifferentialForms.
- Berezin_integral type Form106290637.
- Berezin_integral type LanguageUnit106284225.
- Berezin_integral type Part113809207.
- Berezin_integral type Relation100031921.
- Berezin_integral type Word106286395.
- Berezin_integral comment "In mathematical physics, a Berezin integral, named after Felix Berezin, (or Grassmann integral, after Hermann Grassmann) is a way to define integration of elements of the exterior algebra (Hermann Grassmann 1844). It is called integral because it is used in physics as a sum over histories for fermions, an extension of the path integral.".
- Berezin_integral label "Berezin integral".
- Berezin_integral sameAs m.08097fs.
- Berezin_integral sameAs Q4891358.
- Berezin_integral sameAs Q4891358.
- Berezin_integral sameAs Berezin_integral.
- Berezin_integral wasDerivedFrom Berezin_integral?oldid=592950528.
- Berezin_integral isPrimaryTopicOf Berezin_integral.