Kenneth Cheng · Macau

Mathematical models for real systems.

From ecology and evolution to cities and learning: reproducible computation, explicit assumptions, and honest limits turn models into testable research questions.

Latest writing

A model should survive the next question.

This issue moves from finite populations to phylogenetic trees and harvesting risk. Every article includes an English and Traditional Chinese edition, interpretable figures, validation boundaries, and references.

Research figure for When Randomness Defeats Natural Selection

20 Jul 2026Research note

When Randomness Defeats Natural Selection

A Wright–Fisher experiment shows why a beneficial allele is usually lost when it begins as one copy, how migration can oppose local adaptation, and why a brief bottleneck leaves a lasting genetic deficit.

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Selected research

Evidence before volume

Only projects with a clear question, reviewed figures, and visible assumptions and limitations appear here.

Research figure for Accessible Multimodal Routing at Gongbei
Reproducible study2026

Accessible Multimodal Routing at Gongbei

A cohort-aware model of how slopes, stairs, transfers, crowding, and missing elevators change routes through a border hub.

Urban and Mobility SystemsReliability and Uncertainty
Research figure for Graph-Calibrated Battery Thermal Early Warning
Exploratory study2026

Graph-Calibrated Battery Thermal Early Warning

A calibrated graph-CUSUM benchmark for warning of local battery-pack thermal faults when a temperature sensor drifts or becomes unavailable.

Reliability and UncertaintyBattery Safety Monitoring
Research figure for Interpretable EV Dispatch and Replenishment
Reproducible study2026

Interpretable EV Dispatch and Replenishment

A white-box pipeline links energy prediction, fairness-aware scheduling, and disruption-triggered replanning.

Sustainable Urban and Mobility SystemsReliability and Uncertainty

Teaching

From first model to student research

Courses, interactive models, Python laboratories, and mentoring form a path from first assumptions to independent inquiry.