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Geometry and forming of the normal surfaces with system of plane coordinate linesThe surfaces with system of coordinate lines lying in normal plane of some directrix
Geometry of the normal ruled surfaces base directrix curve is regarded. The generate right line may rotate at some low at the normal plane
GEOMETRY AND FORMATION OF THE THIN-WALLED SPACE SHELL STRUCTURES ON THE BASE OF NORMAL CYCLIC SURFACES structures on the base of normal cyclic surfaces is considering in the paper. The thin- walled shells formed
Epihypocurves and epihypocyclic surfaces with arbitrary base curve the tangent to the curve is considered as well. Since when the circle rotates in the normal plane of the base
THE FORMING OF THE SURFACES ON THE CURVED COUNTER PLANES supporting contour lines and on the planes of closed curves as circle or ellipse as well
On the Average Number of Distinctive Level Curve Points of a Random Field on the PlaneOn the Average Number of Distinctive Level Curve Points of a Random Field on the Plane
Some aspects of the geometry of the surfaces with the system of plane coordinate lines coordinate lines in the normal plane of the directrix curve is investigated. The formula of the Monge's ruled
ORTHOGONAL CURVED COORDINATE SYSTEM AND FORMING THE SURFACES ON TRAPEZIUM-CURVED PLANS that is formed at the plane with some plane directrix curve and the system of the right lines orthogonal
Geometric Characteristics of Surfaces with Curved Trapezoidal PlanA method of forming a curved orthogonal coordinate system on a plane and a technique
Hölder Spaces on Closed Curves© 2018, Pleiades Publishing, Ltd. Let Γ be a closed Jordan curve on the complex plane dividing
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