Ronald G. Douglas
Affiliations: | Texas A & M University, College Station, TX, United States |
Area:
MathematicsGoogle:
"Ronald Douglas"
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Publications
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| Douglas RG, Jabbari M, Tang X, et al. (2018) A new index theorem for monomial ideals by resolutions Journal of Functional Analysis. 275: 735-760 |
| Douglas RG, Wang Y. (2017) Geometric Arveson-Douglas Conjecture and Holomorphic Extension Indiana University Mathematics Journal. 66: 1499-1535 |
| Chen L, Douglas RG. (2017) A local theory for operator tuples in the Cowen–Douglas class Advances in Mathematics. 307: 754-779 |
| Douglas RG, Keshari DK, Xu A. (2016) Generalized bundle shift with application to multiplication operator on the Bergman space Journal of Operator Theory. 75: 3-19 |
| Douglas RG, Tang X, Yu G. (2016) An analytic Grothendieck Riemann Roch theorem Advances in Mathematics. 294: 307-331 |
| Douglas RG, Kim Y, Kwon H, et al. (2014) Curvature invariant and generalized canonical operator models – II☆ Journal of Functional Analysis. 266: 293-304 |
| Douglas RG, Liaw C. (2013) A geometric approach to finite rank unitary perturbations Indiana University Mathematics Journal. 62: 333-354 |
| Douglas RG, Kwon H, Treil S. (2013) Similarity of n‐hypercontractions and backward Bergman shifts Journal of the London Mathematical Society-Second Series. 88: 637-648 |
| Douglas RG, Putinar M, Wang K. (2012) Reducing subspaces for analytic multipliers of the Bergman space Journal of Functional Analysis. 263: 1744-1765 |
| Douglas RG, Foias C, Sarkar J. (2012) Resolutions of hilbert modules and similarity Journal of Geometric Analysis. 22: 471-490 |