# Conghui Li

**Type:** Researchers  
**Canonical URL:** https://scholariq.org/researchers/conghui-li/

## Facts

| Field | Value |
| --- | --- |
| Citations | 185 |
| Field | Finite Group Theory Research |
| h-index | 9 |
| i10-index | 8 |
| OpenAlex ID | https://openalex.org/A5101521342 |
| ORCID iD | 0000-0002-6599-411X |
| Works | 29 |

## Researcher papers

- [Chloroplast Thylakoidal Ascorbate Peroxidase, PtotAPX, Has Enhanced Resistance to Oxidative Stress in Populus tomentosa](https://scholariq.org/papers/chloroplast-thylakoidal-ascorbate-peroxidase-ptotapx-has-enhanced-resistance-to/)
- [The inductive blockwise Alperin weight condition for PSL (q) and PSU (q) with cyclic outer automorphism groups](https://scholariq.org/papers/the-inductive-blockwise-alperin-weight-condition-for-psl-q-and-psu-q-with-cyclic/)
- [Subthalamic nucleus-deep brain stimulation improves autonomic dysfunctions in Parkinson’s disease](https://scholariq.org/papers/subthalamic-nucleus-deep-brain-stimulation-improves-autonomic-dysfunctions-in/)
- [The Inductive Blockwise Alperin Weight Condition for PSL(3, <i>q</i>)](https://scholariq.org/papers/the-inductive-blockwise-alperin-weight-condition-for-psl-3-i-q-i/)
- [An equivariant bijection between irreducible Brauer characters and weights for Sp(2n,q)](https://scholariq.org/papers/an-equivariant-bijection-between-irreducible-brauer-characters-and-weights-for/)
- [The inductive blockwise Alperin weight condition for PSp2(q) and odd primes](https://scholariq.org/papers/the-inductive-blockwise-alperin-weight-condition-for-psp2-q-and-odd-primes/)
- [Robinson’s conjecture on heights of characters](https://scholariq.org/papers/robinson-s-conjecture-on-heights-of-characters/)
- [The inductive blockwise Alperin weight condition for PSL (q) with (n,q − 1)=1](https://scholariq.org/papers/the-inductive-blockwise-alperin-weight-condition-for-psl-q-with-n-q-1-1/)
- [The Inductive Blockwise Alperin Weight Condition for PSp4(q)](https://scholariq.org/papers/the-inductive-blockwise-alperin-weight-condition-for-psp4-q/)
- [Equivariant correspondences and the inductive Alperin weight condition for type $\mathsf A$](https://scholariq.org/papers/equivariant-correspondences-and-the-inductive-alperin-weight-condition-for-type/)
- [\[Clinical characteristics and prognostic factors of epidermal growth factor receptor-mutated non-small cell lung cancer transformed into small-cell lung cancer after treatment\].](https://scholariq.org/papers/clinical-characteristics-and-prognostic-factors-of-epidermal-growth-factor/)

## Researcher topics

- [Finite Group Theory Research](https://scholariq.org/topics/finite-group-theory-research/)
- [Coding theory and cryptography](https://scholariq.org/topics/coding-theory-and-cryptography/)
- [Algebraic structures and combinatorial models](https://scholariq.org/topics/algebraic-structures-and-combinatorial-models/)

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Source: ScholarIQ — public research metadata, principally OpenAlex. See https://scholariq.org/sources/ for provenance and https://scholariq.org/methodology/ for what these figures mean.