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Dr. Fei LIU, 柳斐
Postdoctoral Fellow
,
Department of Computer Science
Email
fliu36
cityu.edu
hk
YEUNG-G7302
h-index
97
Scopus Citations
4
Scopus h-index
Calculated based on number of publications stored in Pure and citations from Scopus
2019
2025
Research activity per year
Overview
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Research output
(21)
Prizes
(1)
Similar Profiles
(9)
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Dive into the research topics where Fei LIU is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
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Weight
Alphabetically
Computer Science
Multiobjective
100%
Large Language Model
91%
Vehicle Routing
49%
Combinatorial Optimisation
43%
Optimization Problem
34%
multi-objective evolutionary algorithm
29%
Routing Problem
22%
Algorithm Design
19%
Traveling Salesman Problem
18%
Single Objective
17%
Multi-Objective Optimization
17%
World Application
16%
Learning System
16%
Machine Learning
16%
Objective Function
15%
Pareto Solution
15%
Problem Instance
13%
Adversarial Machine Learning
13%
High Throughput
13%
Hybrid Algorithm
13%
evolutionary multiobjective optimization
13%
Paradigm Design
13%
Many-Objective Optimization
13%
Multitask Learning
13%
Design Optimization
13%
Prompt Learning
13%
Partial Differential Equation
10%
Function Evaluation
10%
Design Problem
10%
Evolutionary Computation
9%
Art Performance
9%
Domain Knowledge
8%
Combinatorial Optimization Problem
8%
Reynolds Stress Model
7%
Single Solution
7%
Search Program
7%
Heuristic Search
7%
Generalized Model
6%
Learning Approach
6%
Artificial Intelligence
6%
Domain Expertise
6%
Computational Complexity
6%
Leaning Parameter
6%
Engineering Problem
6%
Decision-Making
6%
Training Model
6%
Historical Data
6%
Local Search Step
6%
Search Neighborhood
6%
Experimental Result
5%
Engineering
Subproblem
26%
Multiobjective Optimization
26%
Gradient Information
19%
Objective Function
17%
Design Optimization
17%
Multiobjective Optimization Problem
17%
Function Evaluation
13%
Surrogate Model
13%
Partial Differential Equation
13%
Kriging Model
13%
Aerodynamic Design
13%
Reynolds-Averaged Navier-Stokes
13%
Reynolds Stress Model
13%
Algebraic Turbulence Model
13%
Objective Optimization
10%
Engineering
10%
Airfoil
10%
Pareto Front
10%
Engineering Design Problem
10%
Separated Flow
8%
Reynolds Stress
8%
Velocity Field
8%
Partial Derivative
6%
Design Problem
6%
Optimisation Problem
6%
Generated Solution
6%
Search Algorithm
6%
Candidate Solution
6%
Engineering Problem
6%
Convergent
6%
Multiobjective Problem
6%