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Meet Our Distinguished Scholars

Professor Zhang Weixiong
PolyU Scholars Hub

Professor Zhang Weixiong

Associate Director, PolyU Academy of Interdisciplinary Research
Chair Professor of Systems Biology and Artificial Intelligence

  • Hong Kong Global STEM Scholar
  • Project Coordinator of RGC Theme-based Research Scheme Funded Project

 

Professor Zhang Weixiong has been working at the intersection of AI, data science, biology, and medicine. Funded by the RGC Strategic Target Grant scheme, Professor Zhang Weixiong is leading a team of researchers and physicians in developing advanced AI and genomic technologies for objective diagnosis and personalised therapy of neuropsychiatric disorders, including depression, schizophrenia and bipolar disorder. The project spans multiple disciplines, including AI, data science, genetics, molecular biology, neuroscience and medicine. It is expected to provide a biomarker-based objective diagnostic and therapeutic paradigm, representing a significant departure from the current symptom-based paradigm.

In molecular biology, Prof Zhang’s lab developed a genomic language model-enhanced algorithm that discovered novel classes of noncanonical circular transcripts from RNA sequencing data. They have characterised the genomic distributions and sequence features of such novel circular RNAs and demonstrated their biological significance and clinical relevance as biomarkers for lung cancer, paving the way for translational research on circular RNAs.

Prof Zhang’s early work showed, for the first time, that RNA Polymerase II transcribes microRNAs in humans, mice and rice. His team has then extended the method to identify stress-responsive microRNAs that respond to environmental stresses such as salt and drought in rice and model plants like Arabidopsis.

In the machine learning area, using the Traveling Salesman Problem (TSP) as a model, Prof Zhang revealed easy-to-difficult phase transition patterns for combinatorial optimisation problems, including the TSP and maximum Boolean satisfaction problems. Furthermore, he identified the representation precision, e.g., the number of bits used to measure the distances between cities in the TSP, as the control parameter or determining factor of the phase transitions in optimisation problems such as the TSP and many scheduling problems.


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