Coman-Lohi Ioana (Ioana Coman-Lohi) - マイポータル

基本情報

所属: University of Edinburgh, School of Mathematics

研究者番号: 30976395
ORCID iD: https://orcid.org/0000-0002-8835-9442
J-GLOBAL ID: 202401000947280347
researchmap会員ID: R000076203

研究キーワード

弦理論 , 場の量子論 , 頂点代数

主要な研究分野

経歴

2022年11月 - 現在

東京大学, IPMU
2018年10月 - 2022年9月

University of Amsterdam

学歴

2014年1月 - 2018年4月

DESY (Deutsches Elektronen-Synchrotron) Hamburg, University of Hamburg, PhD Theoretical Physics
2010年9月 - 2011年9月

Imperial College London, MSc Physics

受賞

2025年2月

Marie-Curie personal grant
2024年8月

Support Female Researchers Grant, Kavli IPMU
2023年8月

Support Female Researchers Grant, Kavli IPMU

論文

25

From Quantum Curves to Topological String Partition Functions II

Coman, Ioana, Longhi, Pietro, Teschner, Jörg

Annales Henri Poincare 26(12) 4271-4365 2025年1月29日
25

3d Modularity Revisited

Cheng, Miranda C.N., Coman, Ioana, Kucharski, Piotr, Passaro, Davide, Sgroi, Gabriele

2024年3月
35

Keeping matter in the loop in dS$_{3}$ quantum gravity

Castro, Alejandra, Coman, Ioana, Fliss, Jackson R., Zukowski, Claire

JHEP 07 120-120 2023年7月13日査読有り
56

Quantum Modular ẐG-Invariants

Ioana-Alexandra Coman

SIGMA 20 (2024) 018 2023年4月8日査読有り
16

Coupling Fields to 3D Quantum Gravity via Chern-Simons Theory

Ioana-Alexandra Coman

Phys.Rev.Lett. 131 (2023) 17, 171602 2023年4月5日査読有り
79

Affine W-algebras and Miura maps from 3d N=4 non-Abelian quiver gauge theories

2023年
19

From Quantum Curves to Topological String Partition Functions

Coman, Ioana, Pomoni, Elli, Teschner, Jörg

Commun.Math.Phys. 399(3) 1501-1548 2022年12月14日査読有り
14

Trinion Conformal Blocks from Topological strings

Coman, Ioana, Pomoni, Elli, Teschner, Joerg

JHEP 09 078-078 2020年9月10日査読有り
29

Toda Conformal Blocks, Quantum Groups, and Flat Connections

Ioana Coman, Elli Pomoni, Jörg Teschner

Communications in Mathematical Physics 375(2) 1117-1158 2020年4月7日査読有り
From quantum curves to topological string partition functions

Coman, Ioana, Pomoni, Elli, Teschner, Jörg

2018年11月
23

On generalisations of the AGT correspondence for non-Lagrangian theories of class $S$

Coman-Lohi, Ioana

Hamburg: Verlag Deutsches Elektronen-Synchrotron, DESY-THESIS, doi:10.3204/PUBDB-2018-02246. 2018年
Spectral curves of $ \mathcal{N} $ = 1 theories of class $ {\mathcal{S } }_k $

Coman, Ioana, Pomoni, Elli, Taki, Masato, Yagi, Futoshi

JHEP 06 136-136 2017年6月26日
18

Geometric algebra techniques in flux compactifications

Lazaroiu, Calin Iuliu, Babalic, Elena-Mirela, Coman, Ioana-Alexandra

Adv.High Energy Phys. 2016 7292534-7292534 2016年査読有り
79

Line operators in theories of class $\mathcal{S}$, quantized moduli space of flat connections, and Toda field theory

Coman, Ioana, Gabella, Maxime, Teschner, Joerg

JHEP 10 143-143 2015年10月22日査読有り
18

Spectral curves of N=1 theories of class Sk

2015年査読有り
21

The geometric algebra of supersymmetric backgrounds

Lazaroiu, Calin Iuliu, Babalic, Elena Mirela, Coman, Ioana Alexandra

Proc. Symp. Pure Math. 90 227-238 2015年査読有り
38

On N=2 compactifications of M-theory to AdS3 using geometric algebra techniques

2013年査読有り
19

The geometric algebra of Fierz identities in arbitrary dimensions and signatures

Lazaroiu, C.I., Babalic, E.M., Coman, I.A.

JHEP 09 156-156 2013年査読有り
19

A unified approach to Fierz identities

2013年査読有り招待有り

講演・口頭発表等

VOAs and 3d SQFTs

招待有り
35

VOAs from topology, number theory and SQFTs
15

VOAs from 3d N=4 non-Abelian quiver gauge theories

招待有り
30

3d modularity revisited

招待有り
VOAs from 3d N=4 non-Abelian quiver gauge theories

招待有り
24

Log-VOAs and Z-invariants

招待有り
Mock three-manifold topological invariants

招待有り
27

Mock modular forms as 3-manifold invariants

招待有り
Mock modular forms as 3-manifold invariants

招待有り
Mock modular forms as 3-manifold invariants

招待有り
11

Mock modular forms as Z-hat invariants

招待有り
Mock modular forms as Z-hat invariants

招待有り
Mock modular forms as Z-hat invariants

招待有り
21

Insights from the quantum modularity of 3-manifold invariants

招待有り
Insights from the quantum modularity of 3-manifold invariants

招待有り
Quantum modularity of higher rank homological blocks

招待有り
14

Quantum modularity of 3-manifold invariants and higher depth extensions

招待有り
Quantum modularity of 3-manifold invariants and higher depth extensions

招待有り
Quantum modularity of 3-manifold invariants and higher depth extensions

招待有り
22

Geometric description of topological string partition functions from quantum curves and integrability

招待有り

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