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Torsion elements of order 𝑝2 in the Nottingham group
Abstract Let κ be a characteristic p finite field of q elements and 𝔑 κ {\mathfrak{N}_{\kappa}} the Nottingham group over κ. Lubin associated to every conjugacy class of torsion element of 𝔑 κExpand
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Poster Presentations
Using survival status at T months as the primary endpoint in a phase II trial with interim looks is sometimes challenging. The primary issue is censoring at the time of the interim analysis – not allExpand
Representation variety of Fuchsian groups in $$\textit{SO}(p,q)$$SO(p,q)
We estimate the dimension of the variety of homomorphisms from $$\Gamma $$Γ to SO(p, q) with Zariski dense image, where $$\Gamma $$Γ is a Fuchsian group, and SO(p, q) is the indefinite specialExpand
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ESICON 2018 Abstracts
Representation variety of Fuchsian groups in SO(p,q)
We estimate the dimension of the variety of homomorphisms fromto SO(p,q) withZariskidenseimage,whereisaFuchsiangroup,and SO(p,q)istheindefinitespecial orthogonal group with signature (p,q).
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Hierarchical Clustering and Genetic Algorithm
The Traveling Salesman Problem(TSP) is one of the most intensively studied problem in computational mathematics. To solve this problem a number of algorithms have been developed using geneticExpand
Enhancement of Degraded Historical Kannada Documents
Omega-almost Boolean rings
In this paper the concept of an $Omega$- Almost Boolean ring is introduced and illistrated how a sheaf of algebras can be constructed from an $Omega$- Almost Boolean ring over a locally Boolean space.
Representation variety of surface groups
We estimate the dimension of the variety of homomorphisms from $S_{2g}$ to any semisimple real algebraic group, where $S_{2g}$ is a surface group of genus $g \geq 2$.
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Inner cohomology of $GL_n$
We give an explicit description of the inner cohomology of an adelic locally symmetric space of a given level structure attached to the general linear group of prime rank $n$, with coefficients in aExpand
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