Demonstrates the identity of neutrinos as Majorana fermions, suggesting new insights into particle physics.
In April 1937, Ettore Majorana proposed that the neutrino might be identical to its antiparticle. This paper proves it is not a conjecture—it is a theorem. Any neutral spin-1/2 fermion on a four-dimensional Lorentzian spin manifold with w_2(M) = 0, admitting a CPT-stable vacuum sector and carrying no unbroken gauge U(1) charge, must be a Majorana fermion. The proof rests on the CPT theorem, Atiyah-Bott-Shapiro classification, and Bott periodicity.
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Christian Franchi Viceré (2026) studied this question.
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