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Rosalind Schneider's massive balloon project, "Wave Transformations," is still afloat.
The most arresting work, a piece that almost sucks in the viewer, is "Wave Transformations" by Rosalind Schneider of Irvington.
Her recent installation, "Wave Transformations," featuring digitally manipulated video images of water projected onto an oversize balloon, was first displayed in the New York Hall of Science in Queens and was then included in the Westchester Biennial 2000 exhibition at the College of New Rochelle, where it won a director's prize.
By considering the wave transformations, (5.1).
(II) Now, we discuss the traveling wave solutions of Eq. (1) by using traveling wave transformations.
(II) By using traveling wave transformations w ( x,t )=w ( xi ), quad xi =x-Vt, (5) the bilinear equation or homogeneous equation of Eq. (3) satisfies the following ODE: {w}"+lambda {w}'+mu w=0, (6) where the prime denotes the derivation with respect to ξ and λ, μ and V are constants to be determined later.
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Many useful transforms for solving various problems appeared in open literature such as wave transformation, the Laplace transform, the Fourier transform, the Bücklund transformation, the integral transform, the local fractional integral transforms and the fractional complex transform (see [29, 30]).
Model equations are transformed to a planar dynamical system using a traveling wave transformation.
We have transformed the model equations into a planar dynamical system using a traveling wave transformation.
d The wave transformation image.
(3.3) (Gamma_{2}+lambdaGamma_{1}) (traveling wave transformation).
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