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He Yang
Assistant Professor
Mathematics
Email
hyang1augustaedu
Website
https://www.augusta.edu/faculty/directory/view.php?id=HYANG1
132
Citations
Source: Scopus
4
h-Index
Calculated based on no. of publications stored in Pure and citations from Scopus
2010
2021
Research activity per year
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Scholarly Output
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Dive into the research topics where He Yang is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
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Mathematics
Local Discontinuous Galerkin Method
52%
Discontinuous Galerkin Method
41%
Error Estimates
33%
Klein-Gordon Equation
32%
Fractional
31%
High-order Methods
24%
Numerical Methods
23%
Conservation
22%
Advection Equation
21%
Optimal Error Estimates
20%
Mesons
20%
Inverse Problem
20%
Energy
19%
Runge-Kutta
17%
Euler-Bernoulli Beam
17%
Dirac delta function
16%
Energy Conservation
16%
Maxwell System
16%
Beam Equation
15%
Homotopy Analysis Method
15%
Divergence-free
15%
Fractional Diffusion Equation
14%
Boussinesq Equations
14%
Source Terms
13%
Linear Order
13%
Numerical Experiment
12%
Collocation
12%
Higher Order
12%
Proof by induction
12%
Dissipation
12%
Chebyshev
12%
Scalar
12%
Ultrasound
12%
Momentum
12%
Discretization
11%
Stability Analysis
10%
Term
10%
Duality
10%
Approximation
9%
Flexibility
9%
Plasma
8%
Gibbs Phenomenon
8%
Verify
8%
Parallel Computing
8%
Higher Order Approximation
7%
Numerical Scheme
7%
Propagation
7%
Nonlinear Hyperbolic Systems
6%
Discontinuous Galerkin
6%
Numerical Results
6%
Engineering & Materials Science
Galerkin methods
100%
Numerical methods
36%
Inverse problems
34%
Deep learning
33%
Convolutional neural networks
32%
Conservation
26%
Tomography
24%
Hamiltonians
22%
Fluorophores
21%
Chebyshev approximation
20%
Advection
19%
Deep neural networks
18%
Delta functions
18%
Scattering
17%
Electromagnetic induction
15%
Experiments
15%
Energy conservation
15%
Fluorescence
14%
Nonlinear equations
13%
Convergence of numerical methods
11%
Momentum
11%
X rays
11%
Polynomials
11%
Ultrasonics
10%
Plasmas
9%
Boundary conditions
9%
Pipe
9%
Machine learning
9%
Wear of materials
9%
Collisionless plasmas
9%
Charged particles
9%
Solitons
8%
Derivatives
8%
Fluxes
8%
Limiters
7%
Differential equations
7%
Photons
7%
Magnetohydrodynamics
7%
Medical imaging
7%
Diffraction
6%
Object recognition
6%
Image reconstruction
6%
Magnetic fields
6%
Parallel processing systems
6%
Finite difference method
6%
Quantum theory
6%
Network architecture
5%
Wave functions
5%
Tissue
5%
Maxwell equations
5%
Physics & Astronomy
tomography
20%
fluorescence
18%
inverse scattering
14%
Galerkin method
14%
uniqueness
14%
learning
13%
nonlinear equations
11%
Crank-Nicholson method
11%
far fields
7%
mice
5%
solitary waves
5%
