Ford, Timothy J. - Department of Mathematical Sciences, Florida Atlantic University

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Ford, Timothy J. - Department of Mathematical Sciences, Florida Atlantic University

TOPOLOGICAL INVARIANTS OF A FAN ASSOCIATED TO A TORIC TIMOTHY J. FORD
THE BRAUER GROUP OF AN AFFINE DOUBLE PLANE WHICH IS A HYPERELLIPTIC RULED SURFACE
ON THE BRAUER GROUP OF SURFACES AND SUBRINGS OF k[x,y] F. R. DEMEYER AND T. J. FORD
The Relative Brauer Group of a Cyclic Cover of Affine Timothy J. Ford
ISRAEL MATHEMATICAL CONFERENCE PROCEEDINGS, Vol. 1, 1989 DIVISION ALGEBRAS OVER HENSELIAN SURFACES
Division algebras that ramify only on a plane quartic curve with simply connected components
ON THE BRAUER GROUP AND THE CUP PRODUCT MAP TIMOTHY J. FORD
COMMUNICATIONS IN ALGEBRA, 18(11), 36853687 (1990) ON A REMARK OF GROTHENDIECK
EXAMPLES OF LOCALLY TRIVIAL AZUMAYA ALGEBRAS Abstract. An Azumaya algebra A on a variety X that splits at every point of
Division Algebras and Quadratic Reciprocity Timothy J. Ford
THE TOROIDAL EMBEDDING ARISING FROM AN IRRATIONAL FAN ABSTRACT. A toroidal embedding is defined which does not assume the fan con-
THE BRAUER GROUP OF A CURVE OVER A STRICTLY LOCAL DISCRETE VALUATION RING
THE PICARD GROUP OF A GENERAL TORIC VARIETY OF DIMENSION THREE
International Electronic Journal of Algebra Volume 2 (2007) 189-207
Rings and Modules Timothy J. Ford
DIVISION ALGEBRAS THAT RAMIFY ONLY ON A PLANE NODAL CUBIC CURVE PLUS A LINE
The Brauer Group of a Toric Variety Associated to a Finite Distributive Lattice
THE BRAUER GROUP OF AN AFFINE DOUBLE PLANE RAMIFIED ALONG A HYPERELLIPTIC CURVE
THE RELATIVE BRAUER GROUP OF AN AFFINE DOUBLE PLANE TIMOTHY J. FORD
GENERICALLY TRIVIAL AZUMAYA ALGEBRAS ON A RATIONAL SURFACE WITH A NON-RATIONAL SINGULARITY