Uniqueness of the Critical Point of the Conformal Radius: “Method of Déjà vu” of the
conformal radius (hyperbolic derivative) to be unique where the
mapping function is holomorphic and locally
Estimates for integral means of hyperbolically convex functions function that
maps the unit disk onto a domain of infinite boundary rotation. © 2005 Springer Science
Analytical determination of seeping soil slopes of a constant exit gradient. The problem is solved by
conformal mapping of the Zhukovskii domain (half-plane) onto the hodograph domain
Generalized Reduced Module of a Domain Over the Unit Disc with Circular and Radial Slits we construct the function F(w,w0) = (w − w0)f(w,w0) which
maps D
conformally onto the unit disk
Sharp estimates for integral means for three classes of domains(1+p/2)}, p>-1, where F is the
conformal mapping of the domain D - = {ζ:|ζ| > 1} onto the exterior
Water exclusion from tunnel cavities in the saturated capillary fringe and the fringe boundary which is elevated above the cavity position, are found through
conformal mapping Explicit solutions for seepage infiltrating into a porous earth dam due to precipitation of
conformal mappings and boundary value problem technique. The Terzaghi flow pattern for a trapezoidal dam