nLab
Dirac spinor
Contents
Context
Representation theory
representation theory
geometric representation theory
Ingredients
representation, 2-representation, ∞-representation
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group, ∞-group
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group algebra, algebraic group, Lie algebra
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vector space, n-vector space
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affine space, symplectic vector space
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action, ∞-action
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module, equivariant object
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bimodule, Morita equivalence
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induced representation, Frobenius reciprocity
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Hilbert space, Banach space, Fourier transform, functional analysis
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orbit, coadjoint orbit, Killing form
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unitary representation
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geometric quantization, coherent state
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socle, quiver
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module algebra, comodule algebra, Hopf action, measuring
Geometric representation theory
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D-module, perverse sheaf,
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Grothendieck group, lambda-ring, symmetric function, formal group
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principal bundle, torsor, vector bundle, Atiyah Lie algebroid
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geometric function theory, groupoidification
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Eilenberg-Moore category, algebra over an operad, actegory, crossed module
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reconstruction theorems
Representation theory
representation theory
geometric representation theory
Ingredients
representation, 2-representation, ∞-representation
-
group, ∞-group
-
group algebra, algebraic group, Lie algebra
-
vector space, n-vector space
-
affine space, symplectic vector space
-
action, ∞-action
-
module, equivariant object
-
bimodule, Morita equivalence
-
induced representation, Frobenius reciprocity
-
Hilbert space, Banach space, Fourier transform, functional analysis
-
orbit, coadjoint orbit, Killing form
-
unitary representation
-
geometric quantization, coherent state
-
socle, quiver
-
module algebra, comodule algebra, Hopf action, measuring
Geometric representation theory
-
D-module, perverse sheaf,
-
Grothendieck group, lambda-ring, symmetric function, formal group
-
principal bundle, torsor, vector bundle, Atiyah Lie algebroid
-
geometric function theory, groupoidification
-
Eilenberg-Moore category, algebra over an operad, actegory, crossed module
-
reconstruction theorems
Spin geometry
Contents
Idea
A type of spin representation.
For the moment see here.
Literature
See the references at spin representation.
What it would mean if neutrinos were Dirac spinors:
- Salvador Centelles Chuliá, Theory and phenomenology of Dirac neutrinos (arXiv:2110.15755)
Last revised on November 1, 2021 at 08:40:28.
See the history of this page for a list of all contributions to it.