Results 131 to 140 of about 189,826 (315)
On canonical conformal maps of multiply connected domains [PDF]
H. J. Landau
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SLC7A11 frequently migrates faster in SDS‐PAGE. The present study found that the high hydrophobicity of SLC7A11 causes its anomalous migration in SDS‐PAGE with a low concentration of acrylamide gel. Replacing isoleucine with asparagine reduced hydrophobicity and restored its normal migration at 55 kDa, revealing the role of hydrophobicity and gel ...
Nsengiyumva Emmanuel+13 more
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The literature usually calls downscaled versions of basic conformal map projections “secant”, referring to conceptual developable map surfaces that intersect the reference frame.
Krisztián Kerkovits
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Tori in $S^3$ minimizing locally the conformal volume [PDF]
We prove that the conformal immersions of complex two tori into $S^3$ which locally minimize their conformal volume in their conformal class all satisfy some elliptic PDE. We prove that they are either minimal tori, CMC flat tori, elliptic conformally constrained minimal tori or critical point of the area under some fixed conformally congruent area. On
arxiv
On canonical conformal maps of regions of arbitrary connectivity [PDF]
Edgar Reich, S. E. Warschawski
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Liver‐specific knockout of N6‐methyladenosine (m6A) methyltransferase METTL3 significantly accelerated hepatic tumor initiation under various oncogenic challenges, contrary to the previously reported oncogenic role of METTL3 in liver cancer cell lines or xenograft models. Mechanistically, METTL3 deficiency reduced m6A deposition on Manf transcripts and
Bo Cui+15 more
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Analytical Solution for Finding the Second Zero of the Ahlfors Map for an Annulus Region
The Ahlfors map is a conformal mapping function that maps a multiply connected region onto a unit disk. It can be written in terms of the Szegö kernel and the Garabedian kernel. In general, a zero of the Ahlfors map can be freely prescribed in a multiply
Nur H. A. A. Wahid+2 more
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A procedure for conformal maps of simply connected domains by using the Bergman function [PDF]
Jacob Burbea
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We study the 1/2 BPS circular Wilson loop in four-dimensional SU(N) N $$ \mathcal{N} $$ = 2 SYM theories with massless hypermultiplets and non-vanishing β-function.
M. Billò, L. Griguolo, A. Testa
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The Intrinsic Conformal Structure and Gauss Map of a Light-Like Hypersurface in Minkowski Space [PDF]
Marek Kossowski
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