ON ELLIPTIC COMPLEXES IN RELATIVE ELLIPTIC THEORYWe consider
complexes of operators in relative elliptic
theory. Here we formulate ellipticity
System modeling of international relations sophisticated
complexity theory (the
theory of
complex systems), as well as by adapting the sociological
theory An Atiyah–Bott–Lefschetz Theorem for Relative Elliptic Complexes of
complexes in this
theory and prove an analogue of Atiyah–Bott–Lefschetz fixed-point formula
An Atiyah–Bott–Lefschetz Theorem for Relative Elliptic ComplexesRelative elliptic
theory is a
theory of elliptic operators for pairs $(M,X)$ of closed smooth
Introduction to Complex Theory of Differential Equations PrefaceIntroduction to
Complex Theory of Differential Equations Preface
Differential equations on complex manifoldsWe discuss linear partial differential equations with constant coefficients on
complex manifold Cn
Introduction to complex theory of differential equationsIntroduction to
complex theory of differential equations
General solution of the complex 4-eikonal equation and the `algebrodynamical' field theoryGeneral solution of the
complex 4-eikonal equation and the `algebrodynamical' field
theory Greater mediterranean regional security complex: Myth or reality? and global scale. Then the analysis is carried out from the point of view of the regional security
complex