Teaching
- I developed and frequently teach the courses QTM 250
and QTM 350 . Click the links for recent course evaluations of 250 and 350.
- Many of the courses I teach are supported by AWS and Google Cloud Education Grants.
Publications
- Jacobson, J., Cohomological invariants of quadratic forms over local rings, Mathematische Annalen DOI:10.1007/s00208-017-1561-z.
- Jacobson, J., Real cohomology and the powers of the fundamental ideal, Annals of K-Theory Vol. 2, No. 3, 357–385 DOI:10.2140/akt.2017.2.357.
- Jacobson, J., Finiteness theorems for the shifted Witt and higher Grothendieck-Witt groups of arithmetic schemes, Journal of Algebra, 351, pp. 254 - 278, 2012.
Other work
- Jacobson, J., From the global signature to higher signatures .
- Here one can find unpublished details on bounding the torsion order in Witt groups of arithmetic schemes. The main results were improved and later published above.
- Jacobson, J., On the Witt groups of schemes, PhD Thesis at Louisiana State University, 2012.
About me
I completed my PhD in Mathematics at Louisiana State University in 2012. Previous to joining the Institute for Quantitative Theory and Methods, I was a Visiting Assistant Professor in the Department of Mathematics and Computer Science at Emory University. Prior to joining Emory, I taught at the University of Georgia and was a Fields Postdoctoral Fellow at the Fields Institute, Canada.
This page was generated by GitHub Pages using the Architect theme by Jason Long, and it is hosted directly from my GitHub repository @jeremyallenjacobson
- Jacobson, J., Cohomological invariants of quadratic forms over local rings, Mathematische Annalen DOI:10.1007/s00208-017-1561-z.
- Jacobson, J., Real cohomology and the powers of the fundamental ideal, Annals of K-Theory Vol. 2, No. 3, 357–385 DOI:10.2140/akt.2017.2.357.
- Jacobson, J., Finiteness theorems for the shifted Witt and higher Grothendieck-Witt groups of arithmetic schemes, Journal of Algebra, 351, pp. 254 - 278, 2012.
Other work
- Jacobson, J., From the global signature to higher signatures .
- Here one can find unpublished details on bounding the torsion order in Witt groups of arithmetic schemes. The main results were improved and later published above.
- Jacobson, J., On the Witt groups of schemes, PhD Thesis at Louisiana State University, 2012.
About me
I completed my PhD in Mathematics at Louisiana State University in 2012. Previous to joining the Institute for Quantitative Theory and Methods, I was a Visiting Assistant Professor in the Department of Mathematics and Computer Science at Emory University. Prior to joining Emory, I taught at the University of Georgia and was a Fields Postdoctoral Fellow at the Fields Institute, Canada.
This page was generated by GitHub Pages using the Architect theme by Jason Long, and it is hosted directly from my GitHub repository @jeremyallenjacobson
- Here one can find unpublished details on bounding the torsion order in Witt groups of arithmetic schemes. The main results were improved and later published above.
I completed my PhD in Mathematics at Louisiana State University in 2012. Previous to joining the Institute for Quantitative Theory and Methods, I was a Visiting Assistant Professor in the Department of Mathematics and Computer Science at Emory University. Prior to joining Emory, I taught at the University of Georgia and was a Fields Postdoctoral Fellow at the Fields Institute, Canada.
This page was generated by GitHub Pages using the Architect theme by Jason Long, and it is hosted directly from my GitHub repository @jeremyallenjacobson