A5071617873- Advanced Topics in Algebra
- Algebraic structures and combinatorial models
- Commutative Algebra and Its Applications
- Homotopy and Cohomology in Algebraic Topology
- T-cell and B-cell Immunology
- Immune Cell Function and Interaction
- Cancer Immunotherapy and Biomarkers
Harbin Medical University
2019
Hangzhou Dianzi University
2009-2015
Zhejiang University
2009
Background and Objective . A reliable noninvasive prediction tool for the screening, diagnosis, and/or staging of colorectal cancer (CRC) before surgery is critical choice treatment prognosis. Methods Patients admitted initial CRC between January 1, 2015, December 31, 2018, were retrieved reviewed. Records CD16+CD56+ natural killer (NK) cells analyzed according to stages CRC. Results The number qualified participants in healthy, stage I, II, III, IV patients 60, 66, 70, 68, respectively....
We discuss certain homological properties of graded algebras whose trivial modules admit nonpure resolutions. Such include both Artin–Schelter regular types (12221) and (13431). Under conditions, a module with resolution is decomposed to form an extension by two pure
We discuss certain homological properties of graded algebras whose trivial modules admit non-pure resolutions. Such include both Artin-Schelter regular types (12221) and (13431). Under conditions, a module with resolution is decomposed to form an extension by two pure
In this paper, we mainly focus on the Poincaré–Birkhoff–Witt (PBW) deformation theory for a class of N-homogeneous algebras; here N ≥ 2 is an integer, which generalizes results in [2 Berger , R. Ginzburg V. ( 2006 ). Higher symplectic reflection algebras and non-homogeneous N-Koszul property . J. Algebra 304 : 577 – 601 .[Crossref], [Web Science ®] [Google Scholar]] [7 Fløtystad G. Vatne E. PBW-deformations 302 116 155 Scholar]]. More precisely, let k be field characteristic zero, V finite...
On the Yoneda algebras of piecewise-Koszul algebrasJun-Ru Si
Bi-Koszul algebras, including two classes of non-Koszul Artin-Schelter regular algebras global dimension 4, were a class graded with non-pure resolutions, introduced in [8]. There is natural question: can we construct bi-Koszul from pure resolutions? In this paper, study question terms normal extensions and Ore extensions. More precisely, attempt to obtain resolutions by these kinds Furthermore, some homological properties obtained such ways are discussed.