Classroom

Teaching experience

Feb–Sep 2021

DEDA — Digital Economy & Decision Analytics

Humboldt-Universität zu Berlin

Sep–Dec 2019

Probability Theory

Sun Yat-sen University

Sep–Dec 2019

Financial Markets and Financial Institutions

Sun Yat-sen University

Open learning

Quantinar courses & courselets

Q / 01

Machine Learning in Financial Risk

Introduces VaR, Expected Shortfall, quantile regression and Lasso, then connects them through Financial Risk Meter applications.

Open course (opens in a new tab)
Q / 02

FRM@China

Develops FRM@China to detect systemic financial risk, tail-event dependence and risk drivers across major Chinese financial institutions.

Open course (opens in a new tab)
Q / 03

FRM@Crypto

Applies the Financial Risk Meter to cryptocurrencies and links the FRM index to pricing-kernel volatility and forward-looking risk.

Open course (opens in a new tab)
Q / 04

Measuring Carbon Risk Dynamics

Develops CARDI, a Quantile-LASSO network indicator for carbon-risk transmission, volatility shifts and low-carbon premia.

Open course (opens in a new tab)
Q / 05

Market Responses to ETH Development Milestones

Studies how Ethereum upgrades affect returns, volatility and spillovers across the broader cryptocurrency market.

Open course (opens in a new tab)
Q / 06

Kalman Filter

Introduces Kalman filtering as a way to infer unobservable states from observable data, with applications to financial time-series prediction.

Open course (opens in a new tab)
Q / 07

Applied Time Series Analysis Solutions

Collects solution materials across time-series concepts, ARMA/ARIMA, nonstationarity, financial time series, state-space models and modern ML methods.

Open course (opens in a new tab)
Q / 08

Pricing-kernel puzzle

Explains the empirical pricing-kernel puzzle by comparing risk-neutral and physical densities, preference implications and volatility-driven evidence.

Open course (opens in a new tab)
Q / 09

Quantile Regression

Introduces quantile regression for conditional distribution and tail analysis, covering asymmetric loss functions, estimation and empirical applications.

Open course (opens in a new tab)
Q / 10

Expectation Maximisation (EM) algorithm

Explains the EM algorithm for maximum-likelihood estimation in probabilistic models with missing data or latent variables.

Open course (opens in a new tab)
Q / 11

Bahadur, Edgeworth, Cornish-Fisher expansions

Covers Bahadur, Edgeworth and Cornish-Fisher expansions for improving normal approximations and quantile-based risk estimation.

Open course (opens in a new tab)
Q / 12

Bootstrap and Jackknife

Introduces bootstrap and jackknife resampling methods for estimating bias, standard errors and uncertainty in statistical estimates.

Open course (opens in a new tab)
Q / 13

How Much Power was Saved in ETH Merge?

Uses the Ethereum Merge as a natural experiment to measure cryptocurrency energy consumption with a hybrid framework.

Open course (opens in a new tab)