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## Some parts of HepLean
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HepLean _currently_ includes but is not limited to the following parts:
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__Lorentz [🗂️](https://heplean.github.io/HepLean/docs/HepLean/Lorentz/Group/Basic.html):__ The Lorentz group, Lorentz algebra, Weyl fermions, Real Lorentz vectors, complex Lorentz vectors, complex Lorentz tensors.
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__Lorentz [🗂️](https://heplean.github.io/HepLean/docs/HepLean/Lorentz/Group/Basic.html):__ The Lorentz group, Lorentz algebra, Weyl fermions, Real Lorentz vectors, complex Lorentz vectors, complex Lorentz tensors, bispinors, Pauli matrices, etc.
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__Index notation [🗂️](https://heplean.github.io/HepLean/docs/HepLean/Tensors/OverColor/Basic.html):__ Formalization of index notation using category theory allowing commands like
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@ -31,13 +32,12 @@ __Index notation [🗂️](https://heplean.github.io/HepLean/docs/HepLean/Tensor
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__Anomaly cancellation [🗂️](https://heplean.github.io/HepLean/docs/HepLean/AnomalyCancellation/Basic.html):__ Results related to solutions to the anomaly cancellation conditions of several theories.
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__Standard Model physics [🗂️](https://heplean.github.io/HepLean/docs/HepLean/StandardModel/Basic.html):__ Properties of the Higgs potential.
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__BSM physics [🗂️](https://heplean.github.io/HepLean/docs/HepLean/BeyondTheStandardModel/TwoHDM/Basic.html):__ Starts to: Georgi Glashow model, Pati-Salam, Spin(10), Two Higgs doublet model.
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__Flavor physics [🗂️](https://heplean.github.io/HepLean/docs/HepLean/FlavorPhysics/CKMMatrix/Basic.html):__ Properties of the CKM matrix.
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[](https://heplean.github.io/HepLean/docs/HepLean/FlavorPhysics/CKMMatrix/Basic.html)
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[](https://heplean.github.io/HepLean/docs/HepLean/StandardModel/HiggsBoson/Basic.html)
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[](https://heplean.github.io/HepLean/docs/HepLean/BeyondTheStandardModel/TwoHDM/Basic.html)
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[](https://heplean.github.io/HepLean/docs/HepLean/SpaceTime/LorentzGroup/Basic.html)
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[](https://heplean.github.io/HepLean/docs/HepLean/AnomalyCancellation/Basic.html)
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[](https://heplean.github.io/HepLean/docs/HepLean/FeynmanDiagrams/PhiFour/Basic.html)
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## Associated media and publications
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| | Description |
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|----|------|
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