Let 𝒫 and P′ be 3-dimensional convex polytopes in R 3 and S⊆ R 3 be a non-empty
intersection of an open set with a sphere. As a consequence of a somewhat more general …

In the current study, an ab initio derivation of the neutron self-shielding factor to solve the
complex neutron transport problem of the decrease of the neutron flux as it penetrates into a …

The absorption of neutrons in media together with its transport properties cause the neutron
flux to decrease as it penetrates the material because the absorption of neutrons in the …

For every $ n\ge 2$, we construct a body $ U_n $ of constant width $2 $ in $\mathbb {E}^ n $
with small volume and symmetries of a regular $ n $-simplex. $ U_2 $ is the Reuleaux …

The complexity of the neutron transport phenomenon throws its shadows on every physical
system wherever neutron is produced or used. In the current study, an ab initio derivation of …

Geometric features of convex sets can be expressed by means of functions. We use these
functions to obtain a third-order asymptotic expansion of the heat content related to the …

Geometric features of convex sets can be expressed by means of functions. We use these
functions to obtain a third-order asymptotic expansion of the heat content related to the …

We explore adaptations of the classical well-established conditions for applying the Poisson
Summation Formula to derive a variant suitable for continuous functions of compact support …

One usually comes across packings in the supermarket in the form of pyramidal stacked
oranges or translucent cylinders filled with candies. While many properties of sphere …