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   <subfield code="a">Properties of Physical Systems and Projectors: Dispersion Relations, Spectral Representations, Equations of Motion</subfield>
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   <subfield code="a">All physical systems should be described, as had been marked by von Neumann, via quantitative parameters and qualitative properties, such as causality, mass-spectrality, strict interval of work and so on, which are completely present or are absent, i.e. are representable by projectors. The description of such properties by equations of restriction for response functions, via projectors of the restricted domain (support) of parameters, is offered. Their Fourier transformations directly lead to spectral representations and dispersion relations (DRs) without preliminary study of analiticity. The offered method explaines their accordance to equations of motion. Among other examples the relativistic DRs are established and some their features are studied including possibilities and limits of instantaneous transfer of excitations. The DR for particle scattering on a fixed point-type scatterer is established via kinematics only, without definition of interactions type; it leads to determination of the unique numerical parameter, which can be suggested as a candidate on the role of universal bare charge of SUSY, etc.</subfield>
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