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The stories in Yu's second collection approximate the form of science fiction to deliver piercing insights into the human condition.
Krasznahorkai's sentences approximate the form of an endlessly involuted spiral — they extend for pages at a time, always turning back on themselves in order to recreate the whirling immediacy, both the awe and the fright, of confronting something otherworldly.
The stories approximate the form of science fiction but are mostly an excuse to grapple with the question of what, if anything, can still have meaning when our world seems indistinguishable from science fiction.
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This is one reason why Twitter has played a prominent role in so many recent protests and mobilizations: it combines the global reach of broadcasters with local, personalized relations (which we approximate in the form of reciprocal connections); in the light of our data, both features are important to articulate the growth of a movement.
The relaxation modulus model in terms of the continuous relaxation spectrum was approximated using the form of Prony series.
Though k sp is very complicated due to the surface roughness of the nanorod thin film, it can be roughly approximated by the form of the SP wave on a plane, k sp ≈ ω c ε rod ε g ε rod + ε g, (2).
Evans and Raslan [29] solved equation (8) using the Adomian decomposition method and obtained a sequence of approximate solutions in the form of triple integrals with Adomian's polynomials that required many symbolic calculations to obtain approximate solutions of (8).
In order to solve this kind of equation, we discuss and derive the approximate solution in the form of series with easily computable terms in the reproducing kernel space, by introducing a simple algorithm to implement this process.
A method for the design of approximate models in the form of a system of ordinary differential equations (ODE) for a class of first-order linear partial differential equations of the hyperbolic type with applications to monovariate and multivariate population balance systems is proposed in this work.
Therefore, we need a reliable approach to find approximate solutions in the form of series to the proposed problems.
Compared with the traditional semi-Lagrangian finite difference schemes [5], [25], which approximate the advective form of the equation via direct characteristics tracing, the scheme proposed in this paper approximates the conservative form of the equation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com