Quasiconformal harmonic mappings constitute a synergistic intersection between two major streams in mathematical analysis: quasiconformal mapping theory, which generalises conformal mappings by ...
Let f be a function from Rp to Rq and let A be a finite set of pairs (θ, η) ϵ Rp × Rq. Assume that the real-valued function η, f(x) is Lipschitz continuous in the direction θ for every (θ, η) ϵ Λ.
It is shown how to construct Lipschitz constants and moduli of continuity for the Chebyshev projection of $C\lbrack 0, 1 \rbrack$ onto the finite-dimensional subspace ...
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