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Amy PANG, Dr
Lecturer I
,
Department of Mathematics
https://orcid.org/0000-0003-1191-4943
Email
amypang
hkbu.edu
hk
2011
2023
Research activity per year
Overview
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Network
Projects / Grants
(1)
Research Output
(8)
Fingerprint
Dive into the research topics where Amy PANG is active. Topic labels come from the works of this scholar. Together they form a unique fingerprint.
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Keyphrases
Hopf Algebra
56%
Markov Chain
56%
Combinatorial Hopf Algebras
49%
Supercharacters
32%
Symmetric Functions in Noncommuting Variables
32%
Card Shuffling
26%
Symmetric Functions
20%
Extended Abstracts
20%
Unipotent
16%
Parking Functions
16%
Planar Trees
16%
Subquotient
16%
Subalgebra
16%
Algebraic Combinatorics
16%
Solomon's Descent Algebra
16%
Algebraic Structure
16%
Alternating Runs
16%
Combinatorial Objects
16%
Finite Fields
16%
Fourier Analysis
16%
Eigenvalues
16%
Hopf
16%
Rock Breaking
14%
Eigenvector
13%
Co-free
12%
Power Chain
12%
Co-products
9%
Connected Hopf Algebras
8%
Convolution Product
8%
Patras
8%
Free Associative Algebra
8%
Peak Algebra
8%
Adams Operations
8%
Monomial
8%
Malvenuto-Reutenauer Algebra
8%
Monomial Basis
8%
Orthogonal Idempotent
8%
Group Algebra
8%
Descent Algebra
8%
Commutative Subalgebra
8%
Symmetric Group
8%
Noncommutative Symmetric Functions
8%
Permutation Statistics
8%
New Operator
8%
Involution
8%
Self-dual
8%
Large Classes
8%
Eulerian
8%
Vector Space
8%
Operator Space
8%
Mathematics
Hopf Algebras
100%
Symmetric Function
57%
Markov Chain
56%
Supercharacter
32%
Eigenvector
21%
Planar Tree
16%
Subalgebra
16%
Algebraic Structure
16%
Algebraic Combinatorics
16%
Eigenvalue
16%
Matrix (Mathematics)
13%
Fourier Analysis
13%
Finite Field
13%
Idempotent
13%
Coproduct
13%
Permutation
9%
Monomials
9%
Free Associative Algebras
8%
Quasisymmetric Functions
8%
Product Map
8%
Convolution
8%
Restrictive Condition
8%
Analogous Result
8%
Vector Space
8%
Group Algebra
5%
Symmetric Group
5%
Primitive Element
5%
simplicial complex σ
5%
Free Lie Algebra
5%
Natural Basis
5%
Combinatorics
5%
