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Statistical properties of linear Majorana fermions
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A Majorana fermion is the single fermionic particle that is its own
antiparticle. Its dynamics is determined by the Majorana equation, where
the spinor field is by definition equal to its charge-conjugate field.
In this paper, we investigated Shannon’s entropy of linear Majorana
fermions to understand how this quantity is modified due to an external
potential of the linear type linear. Subsequently, we turn our attention
to the construction of an ensemble of these Majorana particles to study
the thermodynamic properties of the model. Finally, we show how
Shannon’s entropy and thermodynamic properties are modified under the
linear potential action.
Keywords:
Majorana Fermions; Thermodynamic properties;
Shannon’s Entropy.
Title: Statistical properties of linear Majorana fermions
Description:
A Majorana fermion is the single fermionic particle that is its own
antiparticle.
Its dynamics is determined by the Majorana equation, where
the spinor field is by definition equal to its charge-conjugate field.
In this paper, we investigated Shannon’s entropy of linear Majorana
fermions to understand how this quantity is modified due to an external
potential of the linear type linear.
Subsequently, we turn our attention
to the construction of an ensemble of these Majorana particles to study
the thermodynamic properties of the model.
Finally, we show how
Shannon’s entropy and thermodynamic properties are modified under the
linear potential action.
Keywords:
Majorana Fermions; Thermodynamic properties;
Shannon’s Entropy.
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