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Leevan LING, Prof
Professor
,
Department of Mathematics
Head
,
Department of Mathematics
https://orcid.org/0000-0003-1779-0101
Email
lling
hkbu.edu
hk
Accepting PhD Students
2004
2023
Research activity per year
Overview
Fingerprint
Network
Projects / Grants
(11)
Research Output
(87)
Activities
(3)
Similar Scholars
(6)
Supervised Work
(6)
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Dive into the research topics where Leevan LING is active. Topic labels come from the works of this scholar. Together they form a unique fingerprint.
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Weight
Alphabetically
Mathematics
Radial Basis Function
100%
Collocation Method
75%
Meshless
55%
Meshless Method
45%
Collocation
44%
Method of Fundamental Solutions
41%
kernel
41%
Partial differential equation
36%
Shape Parameter
34%
Least Squares
28%
Least Square Method
25%
Meshfree Method
24%
Formulation
22%
Basis Functions
20%
Greedy Algorithm
19%
Cardinal Functions
16%
Noisy Data
16%
Elliptic PDE
15%
Ill-conditioning
15%
Pattern Formation
15%
Condition number
14%
Numerical Simulation
14%
Smoothness
14%
Subspace
14%
Point Source
14%
Fundamental Solution
14%
Particular Solution
13%
Fractional
13%
Block Algorithm
12%
Numerical Results
12%
Demonstrate
12%
Heat Equation
12%
Interpolate
11%
Adaptive Method
11%
Unknown
11%
Preconditioning
10%
Data Center
10%
Cauchy Problem
10%
Preconditioner
10%
Option Pricing
10%
Computational Cost
10%
Convergence Analysis
10%
Meshfree
10%
Numerical Experiment
10%
Numerical Examples
9%
Finite Difference
9%
Weighted Least Squares
9%
Regularization Parameter
9%
Approximation
9%
Regularization Technique
9%
Engineering & Materials Science
Partial differential equations
63%
Derivatives
24%
Interpolation
21%
Numerical methods
19%
Boundary conditions
15%
Computer simulation
14%
Boundary value problems
13%
Hot Temperature
12%
Inverse problems
11%
Adaptive algorithms
10%
Poisson equation
9%
Wave equations
9%
Laplace equation
8%
Linear systems
8%
Costs
8%
Boundary layers
8%
Demonstrations
7%
Differential equations
7%
Finite difference method
7%
Error analysis
7%
Helmholtz equation
7%
Experiments
6%
System stability
6%
Surface diffusion
6%
Galerkin methods
6%
Non Newtonian flow
6%
Set theory
6%
Conservation
5%
Domain decomposition methods
5%
Advection
5%
Bifurcation (mathematics)
5%
Convection
5%
Stretching
5%
Geometry
5%
Hamiltonians
5%
