- JORDAN ANALOGUE OF LAURENT POLYNOMIAL ALGEBRA YOJI YOSHII
- LIE TORI OF RANK 1 B. ALLISON, J. FAULKNER, AND Y. YOSHII
- LIE TORI --A SIMPLE CHARACTERIZATION OF EXTENDED AFFINE LIE ALGEBRAS
- Divergence Theorem. Let A be a vector field on E in xyz-space. Let V be a compact subset of E, and S its piecewise smooth boundary. Let r(u, v) be a parametric presentation of S on D in
- Journal of Pure and Applied Algebra 184 (2003) 105138 www.elsevier.com/locate/jpaa
- ROOT-GRADED LIE ALGEBRAS WITH COMPATIBLE GRADINGS
- October 30, 2007 RESEARCH STATEMENT AND PLAN
- COORDINATE ALGEBRAS OF EXTENDED AFFINE LIE ALGEBRAS OF TYPE A1
- Yoji Yoshii Department of Mathematics and Statistics
- Theorem 1. Let f1, . . . , fm, g R[x], which are mutually coprime, and deg g < deg(f1 fm). Then there exist ai R[x] for i = 1, . . . , m with deg ai < deg fi so that
- Stokes' Theorem. Let A be a vector field in xyz-space. Let S be an oriented surface with boundary curve C, which is a simple closed curve. If C is positively oriented relative to S, then
- 011-8511 1-1 e-mail: yoshii@akita-nct.jp
- 2011 3 25 1 0x x x = -
- 2010 3 19 1 2010 3 19 2
- (1) P x = P-1 {a + b | a, b R}
- Schrdinger F. Bloch, 1928
- CLASSIFICATION OF DIVISION -GRADED ALTERNATIVE ALGEBRAS
- sin xdx = I (sin x -cos x) I =
- ut at,xux bt,x,u The method of characteristics
- Derivations and Invariant Forms of Jordan and Alternative Tori
- JORDAN TORI YOJI YOSHII*
- LOCALLY EXTENDED AFFINE LIE ALGEBRAS Jun Morita1
- Lie G-Tori of Symplectic Type Georgia Benkart
- Journal of Lie Theory Volume 13 (2003) ????
- Minimal Locally Affine Lie Algebras 23 8 22 ( )
- Some Generalizations of the BCH Bound bound HT bound
