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On its publication in the US, Ending Up was reviewed glowingly in the New York Review of Books by Matthew Hodgart, who suggested its author derived the novel's structure from a baroque suite or classical work in sonata form, possibly Mozart's string quintet in No 4 in G minor K 516.
Using these generating functions, the author derived several interesting and useful identities for these polynomials.
The author derived the Green's function for the problem (1.4) and showed that it satisfies certain properties.
The author derived the corresponding Green's function named by fractional Green's function and obtained some properties as follows.
In [10] the author derived an analytic relation which guarantees the existence of positive solution of a general third order multi-point BVPs.
Recently, the first author derived an exact finite-difference scheme for the one-dimensional Burgers-Huxley equation, which preserved positivity, boundedness and monotonicity [11].
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In this paper, the author derives the general profile equations, meshing constraint equations and non-undercut condition equations.
In [1], the author derives some uniqueness criteria for solutions of the Cauchy problem for the standard equations of dynamical linear thermoelasticity backward in time.
In Yang [26], the author derives similar results for the bi-Laplacian operator in dimension four and Yang [27] constructs the existence and multiplicity of a weak solution for the N-Laplacian elliptic equation.
To read Helprin is to think that the only benefit an author derives from his book is in direct sales, and his progeny should continue to derive the financial benefits lest the author feel less incentive to create.
However, neither author derives personal financial benefit from the operation of e-hub.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com