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    Pluecker embedding of the Hilbert space grassmannian and the CARalgebra

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    In this note we exhibit Pluecker type equations describing the embedding of the Hilbert space grassmannian of Sato, Segal and Wilson, relying on the thoery of quasi-free states of the CAR algebra. We also reintepret some diastatic identities in a previous paper of ours in terms of a boson-fermion correspondence

    Note sulla Malacofauna di alcuni sollevamenti morfologici del Golfo di Trieste (Alto Adriatico).

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    The Malacofauna of some morphological outcrops of solid substratum of the Gulf of Trieste has been investigated. Nevertheless a number of sites show almost the same substratum and depth, each site presents a peculiar faunula due to different hydrodynamic conditions

    Remarks on Calabi's diastasis function and coherent states

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    In this paper, Calabi diastasis function theoretical ideas, together with the geometric theory of coherent states, are applied in order to work out useful identities applicable to the Sato-Segal_Wilson grassmannian and to Qullen's space of d-bar operators. Calabi-type rigidity theorems and relsolution of singularities for are discussed as well
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