# Xinwen Zhu

#13,272

Most Influential Person Now

Chinese mathematician

## Xinwen Zhu's AcademicInfluence.com Rankings

Xinwen Zhumathematics Degrees

Mathematics

#512

World Rank

#1001

Historical Rank

Number Theory

#56

World Rank

#83

Historical Rank

Algebra

#84

World Rank

#141

Historical Rank

Measure Theory

#5060

World Rank

#5981

Historical Rank

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Mathematics

## Xinwen Zhu's Degrees

- PhD Mathematics Peking University
- Bachelors Mathematics Peking University

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## Why Is Xinwen Zhu Influential?

(Suggest an Edit or Addition)According to Wikipedia, Xinwen Zhu is a Chinese mathematician and professor at Stanford University. His work deals primarily with geometric representation theory and in particular the Langlands program, tying number theory to algebraic geometry and quantum physics.

## Xinwen Zhu's Published Works

### Published Works

- Affine Grassmannians and the geometric Satake in mixed characteristic (2014) (141)
- An introduction to affine Grassmannians and the geometric Satake equivalence (2016) (132)
- Rigidity and a Riemann–Hilbert correspondence for p-adic local systems (2016) (84)
- On the coherence conjecture of Pappas and Rapoport (2010) (72)
- Cycles on Shimura varieties via geometric Satake (2017) (52)
- The Geometric Satake Correspondence for Ramified Groups (2011) (48)
- Logarithmic Riemann-Hilbert correspondences for rigid varieties. (2018) (34)
- Coherent sheaves on the stack of Langlands parameters (2020) (33)
- Gerbal Representations of Double Loop Groups (2008) (31)
- Affine Demazure modules and T-fixed point subschemes in the affine Grassmannian (2007) (31)
- Period Integrals and the Riemann-Hilbert Correspondence (2013) (27)
- A categorical proof of the Parshin reciprocity laws on algebraic surfaces (2010) (22)
- On the Beilinson–Bloch–Kato conjecture for Rankin–Selberg motives (2019) (22)
- Non-abelian Hodge theory for algebraic curves in characteristic p (2013) (22)
- Integral homology of loop groups via Langlands dual groups (2009) (21)
- The two-dimensional Contou-Carrère symbol and reciprocity laws (2013) (19)
- Any flat bundle on a punctured disc has an oper structure (2008) (18)
- Isolation of cuspidal spectrum, with application to the Gan–Gross–Prasad conjecture (2019) (18)
- Frenkel–Gross’ irregular connection and Heinloth–Ngô–Yun’s are the same (2012) (16)
- Logarithmic adic spaces: some foundational results (2019) (15)
- Geometric Langlands in prime characteristic (2014) (14)
- Chain Integral Solutions to Tautological Systems (2015) (12)
- Geometric Satake, categorical traces, and arithmetic of Shimura varieties (2018) (10)
- On vector-valued twisted conjugate invariant functions on a group. (2018) (9)
- The 2-group of linear auto-equivalences of an abelian category and its Lie 2-algebra (2009) (8)
- Bessel F-isocrystals for reductive groups (2019) (7)
- A Finite Spectrum Unmixing Set For \mathcal{G}\mathcal{L}{\text{(3,}}\mathcal{R}{\text{)}} (1989) (6)
- A note on Integral Satake isomorphisms (2020) (5)
- De Rham Comparison and Poincaré Duality for Rigid Varieties (2019) (5)
- Deformation of rigid conjugate self-dual Galois representations (2021) (4)
- Non-abelian Hodge theory for algebraic curves in characteristic p (2015) (1)
- Quantization of Hitchin integrable system via positive characteristic (2016) (1)
- Frenkel–Gross’ irregular connection and Heinloth–Ngô–Yun’s are the same (2016) (0)
- An example of the derived geometrical Satake correspondence over integers (2009) (0)
- BEILINSON-BERNSTEIN LOCALIZATION (2018) (0)
- Dynamic High Gain output Feedback Stabilization Algorithm (1991) (0)
- A survey of local models of Shimura varieties (2017) (0)
- ON THE PROOF OF WEIL II (2007) (0)
- $\ell$-adic Tautological Systems (2021) (0)
- Factorized Multi-Graph Matching (2023) (0)
- REPRESENTATIONS OF DOUBLE LOOP GROUPS (2008) (0)
- On vector-valued twisted conjugation invariant functions on a group; with an appendix by Stephen Donkin (2019) (0)
- Rigidity and a Riemann–Hilbert correspondence for p-adic local systems (2016) (0)
- A ug 2 01 2 THE GEOMETRICAL SATAKE CORRESPONDENCE FOR RAMIFIED GROUPS (2012) (0)

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## Other Resources About Xinwen Zhu

## What Schools Are Affiliated With Xinwen Zhu?

Xinwen Zhu is affiliated with the following schools: