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Autor:
Kevin Childers
Publikováno v:
Research in Number Theory. 7
Let $k/\mathbb F_p$ denote a finite field. For any split connected reductive group $G/W(k)$ and certain CM number fields $F$, we deform certain Galois representations $\overline\rho:Gal(\overline F/F) \to G(k)$ to continuous families $X_{\overline\rh
Autor:
Darrin Doud, Kevin Childers
Publikováno v:
Journal of Number Theory. 167:141-146
Let K / Q be a non-Galois cubic extension with | d K | a power of a prime p. We prove a conjecture of Wong, namely that the number of S 4 -extensions of Q containing K and having discriminant a power of p is of the form 2 n − 1 for some nonnegative
Autor:
Vance Zemon, Kevin Childers, Alvaro P. C. Lupinacci, Peter A. Netland, Sarwat Salim, George Hu
Publikováno v:
Documenta Ophthalmologica. 121:1-7
The purpose of this study was to assess the influence of pupil size and optical blur on measurements obtained with isolated-check visual evoked potential (icVEP). Two stimulus conditions of icVEP, +15 and −15% contrasts, were studied in normal subj