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Yulei Liao

Researcher · Engineering

Source-listed associations: National University of Singapore

Singapore

Yulei Liao has indexed research in Engineering. Research topics in the source record include Advanced Numerical Methods in Computational Mathematics, Advanced Mathematical Modeling in Engineering, Composite Material Mechanics.

Read biography ↓
Publications9Total indexed works
Citations153Source-reported citations
h-index4Source-reported h-index
i10-index1Source-reported i10-index

Biography, research & contributions

Yulei Liao has indexed research in Engineering. Research topics in the source record include Advanced Numerical Methods in Computational Mathematics, Advanced Mathematical Modeling in Engineering, Composite Material Mechanics.

Research and publications

The selected publications below appear in both the public ORCID record and the OpenAlex author record. The list is a subset of the researcher’s work.

Institutional record

OpenAlex lists National University of Singapore among its last-known institutional associations. These records do not confirm a current appointment.

Identity and source coverage

The public ORCID name and at least one education or employment institution were matched with the OpenAlex record on 2026-10-03. Publication identifiers were also compared between the two sources. Positions, education, honors and portrait are included only when separately documented.

At a glance

Full name
Yulei Liao
Alternative names
Liao, Yulei Yulei Liao
Fields
Engineering
ORCID
0000-0001-5128-9287
OpenAlex ID
A5011241391

Research interests

  • Advanced Numerical Methods in Computational Mathematics
  • Advanced Mathematical Modeling in Engineering
  • Composite Material Mechanics
  • Nonlocal and gradient elasticity in micro/nano structures
  • Neural Networks and Applications

Research topics

Education

Not yet documented in this profile.

Selected research & further reading

A curated reading list, not a ranking by citation count. References use DOI metadata, matching public scholarly records or authoritative lecture sources.

  1. Deep Nitsche Method: Deep Ritz Method with Essential Boundary Conditions ↗2021 · Communications in Computational PhysicsDOI: 10.4208/cicp.oa-2020-0219
  2. A Family of Nonconforming Rectangular Elements for Strain Gradient Elasticity ↗2019 · Advances in Applied Mathematics and MechanicsDOI: 10.4208/aamm.oa-2018-0268
  3. Taylor-Hood Like Finite Elements for Nearly Incompressible Strain Gradient Elasticity Problems ↗2023 · Journal of Scientific ComputingDOI: 10.1007/s10915-023-02135-3
  4. Spectral Barron Space for Deep Neural Network Approximation ↗2025 · SIAM Journal on Mathematics of Data ScienceDOI: 10.1137/23m1598738
  5. A concurrent global–local numerical method for multiscale parabolic equations ↗2026 · IMA Journal of Numerical AnalysisDOI: 10.1093/imanum/drag049

Citation & publication trends

Annual source counts; separate scales. OpenAlex coverage may be incomplete for historical researchers.

■ Publications■ Citations
View exact annual counts
YearPublicationsCitations
201918
20212135
202316
202544
202610

Source: OpenAlex · Retrieved 2026-10-03T06:41:35+00:00. Metrics are database-specific and are not a scientific ranking.

Most-cited linked publications

Publications matched across ORCID and OpenAlex. Citation counts are source-specific.

  1. Deep Nitsche Method: Deep Ritz Method with Essential Boundary Conditions ↗2021-03-24 · Communications in Computational Physics
    135OpenAlex citations
  2. A Family of Nonconforming Rectangular Elements for Strain Gradient Elasticity ↗2019-09-26 · Advances in Applied Mathematics and Mechanics
    8OpenAlex citations
  3. 6OpenAlex citations
  4. Spectral Barron Space for Deep Neural Network Approximation ↗2025-07-14 · SIAM Journal on Mathematics of Data Science
    4OpenAlex citations
  5. 0OpenAlex citations

Recent linked publications

Publications matched across ORCID and OpenAlex. Citation counts are source-specific.

  1. Spectral Barron Space for Deep Neural Network Approximation ↗2025-07-14 · SIAM Journal on Mathematics of Data Science
  2. Deep Nitsche Method: Deep Ritz Method with Essential Boundary Conditions ↗2021-03-24 · Communications in Computational Physics

Awards & honors

Not yet documented in this profile.

Career timeline

Not yet documented in this profile.

Co-authors

No verified record links added yet.

Education & career institution links

No verified record links added yet.

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Sources & data information

Editorial review: Pending review · Last data update: 2026-10-03T08:23:04+00:00

Automated identity and publication-source comparison: 2026-10-03T08:20:43+00:00. This is separate from manual editorial review and profile ownership.

Unknown values are left blank. Linked publications may be a subset of total works. Identity verification, data retrieval and profile ownership are separate checks.

Cite this profile

Yulei Liao. JournalsWorld. Accessed October 4, 2026.

https://journalsworld.com/researchers/yulei-liao/