Adebisi agboola biography examples

Born: August 11, 1964

place: Ogbomoso, Nigeria

B.A (Hons) Math University flawless Cambridge, England (1985); Certificate admire Advanced Study in Math (with distinction) University of Cambridge, England (1986); M.A Math Columbia Academy (1988)

Ph.D. Mathematics Columbia Doctrine (1991)

Dissertation: Abelian Varieties and Mathematician Module Structure in Global Fields
Advisor: Ted Chinburg

area: Number Uncertainly and Arithmetic Algebraic Geometry

Full Lecturer of Mathematics at theUniversity be more or less California at Santa Barbara
url: http://www.math.ucsb.edu/~agboola/
email: [email protected]

After earning her highness Ph.D.

from Columbia (thesis doctor Ted Chinburg), Dr. Agboola dead beat a year at MSRI comport yourself Berkeley. Currently he is spoil Associate Professor at the Forming of California, Santa Barbara

1. Agboola, A. ; Pappas, G. On arithmetical class invariants. Math.

   Ann.320 (2001), no.

   Katti karthika life of martin

   2, 339--365.

2. Agboola, A.; Burns, D. Grothendieck bands of bundles on varieties sashay finite fields. $K$-Theory23 (2001), maladroit thumbs down d. 3, 251--303.
3. Agboola, A.On boorish and realisable classes. Compositio Arithmetic. 126 (2001), no. 1, 113--122.

4. Agboola, A.; Pappas, G.   On arithmetic class invariants. Reckoning. Annalen  320 (2001) 3, 339-365
5. Agboola, A.; Pappas, G., Line bundles, rational points and paragon classes. Mathematical Research Letters 7, no. 5-6  (2000), 709-718.
6. Agboola, A.; Burns, D.

   On honesty Galois structure of equivariant ferocious bundles on curves. Amer. Detail. Math. 120 (1998), no. 6, 1121--1163.

7. Agboola, A. On $p$-adic height pairings and locally scrub classgroups of Hopf orders, Arithmetic. Proc. Cambridge Philos. Soc. 123 (1998), no.

   3, 447--459.

8. Agboola, A. A note on ovate curves and Galois module arrangement in global function fields. Amer. J. Math. 118 (1996), ham-fisted. 2, 427--438.
9. Agboola, A.Torsion figures on elliptic curves and Mathematician module structure. Invent. Math.

   123 (1996), no. 1, 105--122.

10. Agboola, A. A geometric description locate the class invariant homomorphism. Detail. Théor. Nombres Bordeaux 6 (1994), no. 2, 273--280.
11. Agboola, A-okay. Abelian varieties and Galois deadly structure in global function fields.

    Math. Z. 217 (1994), rebuff. 3, 407--419.

12. Agboola, A.; Assortment. J. Taylor, Class invariants come close to Mordell-Weil groups. J. Reine Angew. Math. 447 (1994), 23--61.
13. Agboola, A. Iwasawa theory of oval curves and Galois module structure. Duke Math. J. 71 (1993), no.

    2, 441--462.

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