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Table 1 presents all solvable Emden–Fowler equations whose solutions are outlined in Handbook of Exact Solutions for Ordinary Differential Equations by Polyanin & Zaitsev.
The Lane–Emden equation was the first to describe the internal structure of a self-gravitating polytrophic body. When temperature effects are also combined, such as in the study of …
The Lane-Emden equation was first studied by the astrophysicists Jonathan Homer Lane and Robert Emden, where they considered the thermal behavior of a spherical cloud of gas acting under the …
SMS Emden, a light cruiser of the German Kaiserliche Marine, was built in 1908 in the Danzig Kaiserliche Werft (Imperial Shipyard). In 1913, the Emden was based in Tsing Tao (China) as part …
the Lane-Emden type equations due to their important applicability in a wide range of scientific ields. The Lane-Emden diferential equation was used to represent a wide range of phenomena in …
The existence problem is solved, and global pointwise estimates of solu-tions are obtained for quasilinear and Hessian equations of Lane-Emden type, including the following two model …
Applying the Lane-Emden equation to stars I construct polytropes for n < 5 and given M, R ! possible as long as K not fixed because of definition of from (r) = c n(r) (Eq. (10)) and r = rn (Eq. …
the extension of the Lane-Emden equation to the System of Lane-Emden equations. We presented the complete Lie symmetry group classification of a generalized Lane-Emden-Fowl
Since that time, the Lane–Emden equation and its generalisations were applied in many di erent branches of physics, ranging from astrophysics to kinetic theory and quantum me-chanics (see, …
This problem can be thought of as a natural extension of the Lane–Emden equation, Δ𝑤𝑤+𝑤𝑤𝑝𝑝= 0, 𝑥𝑥∈ℝ𝑛𝑛. (2) Equation (2) is strongly related to Sobolev inequality.
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