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AN ITERATED INFLATION FOR Q-BRAUER ALGEBRAS
Authors: Nguyễn Tiến Dũng; Đinh Đức Tài
302    0
VINH UNIVERSITY JOURNAL OF SCIENCE
: 50-2A/2021     : 12-25
: https://vinhuni.edu.vn/DATA/0/upload/618/documents/2021/10/2a-2021/2_nt322020_nguyen_tien_dung_1225.pdf
Publishing year: 10/2021
Abstract: In this article we construct an iterated inflation to the q-Brauer algebra. This construction enable us to show that the q-Brauer algebra is a cel- lular algebra.
Keywords: q-Brauer algebra; Algebra with iterated inflation; Cellular alge- bra.
The representation theory of q-Brauer algebrasThe q-Brauer algebra is cellularly stratifiedCellular Structure of q-Brauer AlgebrasA cellular basis for q-Brauer AlgebraA family of modules with Specht filtration for q-Brauer AlgebrasThe q-Brauer algebra is cellularly stratifiedA cellular basis of the q-Brauer algebra related with Murphy bases of Hecke algebrasDESIGNING STANDARD LEARNING OUTCOMES TO PRIMARY EDUCATION PROGRAM FOLLOWING THE CIDO APPROACH AT VINH UNIVETSITYDEVELOPING MATHEMATICAL MODELING COMPETENCY IN ELEMENTARY SCHOOL