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By Schinzinger R., Laura P.A.A.

Revising their 1991 textual content, Schinzinger (electrical engineering and desktop technology, U. of California at Irvine) and Laura (U. Nacional del Sur, Argentina) proceed to hunt to spark curiosity in comformal mapping as an analytical approach via exhibiting its purposes and larger efficiencies in a couple of nonclassical parts of electromagnetics, warmth circulate, fluid circulation, mechanics, and acoustics

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Conformal Mapping: Methods and Applications (Chapter 4)

Revising their 1991 textual content, Schinzinger (electrical engineering and machine technology, U. of California at Irvine) and Laura (U. Nacional del Sur, Argentina) proceed to hunt to spark curiosity in comformal mapping as an analytical procedure via displaying its functions and bigger efficiencies in a few nonclassical parts of electromagnetics, warmth move, fluid stream, mechanics, and acoustics

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Res. Lett. 4-1 (1997), 91-102. , On a fourth order curvature invariant, Comtemp. Math. 237, Spectral Problems in Geometry and Arithmetic, Ed. T. Branson, AMS, 1999, 9-28. , Sharp estimates for solutions of multi-bubbles in compact Riemann surfaces, Comm. Pure Appl. Math. 55-6 (2002), 728-771. , Topological degree for a mean field equation on Riemann surfaces, Comm. Pure Appl. Math. 56-12 (2003), 1667-1727. , Prescribing Gaussian curvatures on surfaces with conical singularities, J. Geom. Anal. 1-4, (1991), 359-372.

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