本帖最后由 NKU 于 2025-11-24 22:08 编辑 ; G( P4 [8 I' q. M5 l
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郭少明还是挺强的额,短短几年在数学四大刊和顶刊(Duke, JEMS, GAFA)发了很多论文,在新的资助下,我想未来还是可期的~~,特别是今年跟北大丁剑是唯二获得新基石研究员(数学方向),也算是行业里的认可了。
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1. On integer solutions of Parsell-Vinogradov systems . I" N8 h _4 F% ?- n$ Y; B1 g l
with Ruixiang Zhang. Invent. Math. 2019,数学四大刊 , J& U+ U- c! {; f* c
2. Decoupling inequalities for quadratic forms
6 b) }- Q( _; \; N/ dwith Changkeun Oh, Ruixiang Zhang and Pavel Zorin-Kranich. Duke Math. J. 2023 9 g; d. U! M2 X
3. A stationary set method for estimating oscillatory integrals
, N* p( d9 H9 ]/ j$ i% ?4 `with Ruixiang Zhang, Saugata Basu and Pavel Zorin-Kranich. JEMS 2024
9 O; u( |+ u" W8 ], l4. A dichotomy for Hormander-type oscillatory integral operators # g+ R7 ` @, i. }- H5 Q7 m
with Hong Wang and Ruixiang Zhang, Invent. Math. 2024,数学四大刊 4 }& t$ Y/ Z; B9 z" B/ }9 \
5. On a planar Pierce-Yung operator $ D# T: I0 f B, N
with David Beltran and Jonathan Hickman, to appear in Duke Math. J.
' V5 z4 f3 t5 U: x8 h) n$ E6. Oscillatory integral operators and variable Schrodinger propagators: beyond the universal estimates
. T4 S9 x n$ \with Mingfeng Chen, Shengwen Gan, Jonathan Hickman, Marina Iliopoulou and James Wright, GAFA,2025 ( r& l, M4 t2 w' Q( A- O2 l6 s
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