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    Quantum noise, entaglement and chaos in the quantum theory of mind/brain states

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    By resorting to the dissipative quantum brain theory it is possible to prove the existence of an infinite number of different possible quantum brain states, each one unitarily inequivalent to the others. These states can be viewed as representing possible quantum memory state

    Discrete Chyrality and Fermion Zero Modes

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    In a quantum 1 + 1 dimensional fermion-soliton system the boson condensation in terms of which the soliton solution can be described affects the fermionic structure behaviour due to the soliton non-trivial topology. The fermion zero-frequency mode is then required in order to recover the broken discrete chirality
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