Items where authors include "Lu, T."

Article

Lu, T., Forgetta, V., Keller-Baruch, J. et al. (18 more authors) (2021) Improved prediction of fracture risk leveraging a genome-wide polygenic risk score. Genome Medicine, 13 (1). 16.

Sun, J., Cui, X., Teng, S. et al. (9 more authors) (2020) HD-ZIP IV gene Roc8 regulates the size of bulliform cells and lignin content in rice. Plant Biotechnology Journal, 18 (12). pp. 2559-2572. ISSN 1467-7644

Liaqat, A., Hutabarat, W., Tiwari, D. et al. (6 more authors) (2019) Autonomous mobile robots in manufacturing : Highway Code development, simulation and testing. The International Journal of Advanced Manufacturing Technology, 104 (9-12). pp. 4617-4628. ISSN 0268-3768

Bavula, V.V. and Lu, T. (2018) The universal enveloping algebra of the Schrödinger algebra and its prime spectrum. Canadian Mathematical Bulletin, 61 (4). pp. 688-703. ISSN 0008-4395

Bavula, V.V. and Lu, T. (2018) The prime spectrum of the algebra Kq[X,Y]⋊Uq(sl2) and a classification of simple weight modules. Journal of Noncommutative Geometry, 12 (3). pp. 889-946. ISSN 1661-6952

Bavula, VV. and Lu, T. (2018) Classification of Simple Weight Modules over the Schrodinger Algebra. Canadian Mathematical Bulletin, 61 (1). pp. 16-39. ISSN 0008-4395

Bavula, V.V. and Lu, T. (2018) The universal enveloping algebra U(sl2 sdir V2), its prime spectrum and a classification of its simple weight modules. Journal of Lie Theory, 28 (2). pp. 525-560. ISSN 0949-5932

Bavula, V.V. and Lu, T. (2017) The quantum euclidean algebra and its prime spectrum. Israel Journal of Mathematics, 219 (2). pp. 929-958. ISSN 0021-2172

Bavula, V.V. and Lu, T. (2017) Prime ideals of the enveloping algebra of the Euclidean algebra and a classification of its simple weight modules. Journal of Mathematical Physics, 58 (1). 011701. ISSN 0022-2488

Bavula, V.V. and Lu, T. (2017) Torsion simple modules over the quantum spatial ageing algebra. Communications in Algebra, 45 (10). pp. 4166-4189. ISSN 0092-7872

Bavula, V.V. and Lu, T. (2015) The prime spectrum and simple modules over the quantum spatial ageing algebra. (Unpublished)