The LambertW function is defined to be the multivalued inverse of the functionw →we w . It
has many applications in pure and applied mathematics, some of which are briefly described …

The conduction of heat (or electricity) through a stationary random suspension of spheres is
studied for a volume fraction of the spheres (c) which is small. The work of Maxwell (1873) is …

Two standard physics problems are solved in terms of the Lambert W function, to show the
applicability of this recently defined function to physics. Other applications of the function are …

" Offering an extraordinary window on centuries of dialogue between the Bible and literature,
this superb, unprecedented, and award-winning reference work is designed to help the …

WCgive a uniform treatment of several series expansions for the Lambert Iirfurrction, leading
toaninfinite family of new series. Wealsodisrxrss standardization, cornplexbranches, a …

Empathy, sympathy and compassion are defined and conceptualised in many different ways
in the literature and the terms are used interchangeably in research reports and in everyday …

The trailing-edge region of a single-element wing tted with Gurney aps has been studied.
Measurements include surface pressure, force, and velocity by laser Doppler anemometry (…

What is this function, and why is it in Maple? The rst part of that question is already answered
by the above Maple session: W (x) is de ned to bethe'solution to the equation wew= x. …

This astute and challenging work by David Lyle Jeffrey seeks to characterize illustratively the
historic commitment of Christianity to the literacy and literature of Western culture. Against …

Two spheres of different radii are approaching each other with equal and opposite velocities,
the fluid flow around them being at low Reynolds number. The forces on the spheres can …