Relationships of the Timoshenko-type theory of thin shells with arbitrary displacements and strains with the shell mid-surface fitted to an arbitrary
non-orthogonal system of
curvilinear coordinates, relationships
Regression of Experimental Data Using an Orthogonalized Polynomial on
orthogonalized and
non-orthogonal polynomials. An algorithm for modeling experimental measurements of the rates
Jump problem for differentiable functions with applications© 2017, Pleiades Publishing, Ltd.We solve a boundary value problem on
non-rectifiable contours
Interactions of germs with applications as generalized integrations over
non-rectifiable paths with applications in theory of boundary value problems
Toward Smart Traffic Management With 3D Placement Optimization in UAV-Assisted NOMA IIoT Networks unmanned aerial vehicles (UAVs) in an IIoT network that supports
non-orthogonal multiple access (NOMA
Surfaces with a main framework of three given curves which include one circle computer graphics. A network of
curvilinear non-orthogonal coordinates is generated on the surfaces using
Covariant quantizations in plane and curved spaces quantizations of theories with flat configuration spaces but already with arbitrary
curvilinear coordinates STRESS-STRAIN ANALYSIS OF THE SHELLS OF THE LONG OBLIQUE HELICOID FORM is considered. The equation of surface in
non-conjugate non-orthogonal coordinate system is used
Integration over non-rectifiable curves and Riemann boundary value problemsIn this paper we introduce an alternative way of defining the
curvilinear Cauchy integral over
non