92 citations · 777 across the 27 of their papers we have counts for
27 papers
Deciphering Matter Invariants via Renormalization Group Equations for Neutrino Oscillations
Xin Wang, Shun Zhou
We utilize renormalization group equations (RGEs) for neutrino oscillations in matter to decipher the structure of exact matter invariants. By combining the RGEs with the …
Wilson loops, holomorphic anomaly equations and blowup equations
Xin Wang
We investigate the topological string correspondence of the five-dimensional half-BPS Wilson loops on . First, we propose the refined holomorphic anomaly equations for the BPS…
D-type Minimal Conformal Matter: Quantum Curves, Elliptic Garnier Systems, and the 5d Descendants
Jin Chen, Yongchao Lü, Xin Wang
We study the quantization of the 6d Seiberg-Witten curve for D-type minimal conformal matter theories compactified on a two-torus. The quantized 6d curve turns out to be a differen…
Twisted Elliptic Genera
Kimyeong Lee, Kaiwen Sun, Xin Wang
We study the twisted elliptic genera of 2d SCFTs associated with the BPS strings in the twisted circle compactification of 6d rank-one SCFTs. Such objects can arise…
Accidental symmetries in the scalar potential of the Standard Model extended with two Higgs triplets
Xin Wang, Yilin Wang, Shun Zhou
The two-Higgs-triplet model (2HTM) provides us with an attractive way to simultaneously account for tiny neutrino masses and the observed matter-antimatter asymmetry in our Univers…
Topological strings and Wilson loops
Min-xin Huang, Kimyeong Lee, Xin Wang
We propose the refined topological string correspondence to the expectation values of half-BPS Wilson loop operators in 5d gauge theory partition function on the Om…
Accidental symmetries in the scalar potential of the Standard Model extended with two Higgs triplets
Xin Wang, Yilin Wang, Shun Zhou
The extension of the Standard Model (SM) with two Higgs triplets offers an appealing way to account for both tiny Majorana neutrino masses via the type-II seesaw mechanism and the…
Elliptic Quantum Curves of 6d SO(N) theories
Jin Chen, Babak Haghighat, Hee-Cheol Kim +3
We discuss supersymmetric defects in 6d SCFTs with gauge group and fundamental flavors. The codimension 2 and 4 defects are engineere…
Muon and Flavor Puzzles in the -gauged Leptoquark Model
Xin Wang
We present an economical model where an leptoquark and an anomaly-free gauge symmetry with are introduced, to account for the m…
E-string Quantum Curve
Jin Chen, Babak Haghighat, Hee-Cheol Kim +2
In this work we study the quantisation of the Seiberg-Witten curve for the E-string theory compactified on a two-torus. We find that the resulting operator expression belongs to th…
Twisted 6d SCFTs on a Circle
Zhihao Duan, Kimyeong Lee, June Nahmgoong +1
We study twisted circle compactification of 6d SCFTs to 5d supersymmetric gauge theories with non-simply-laced gauge groups. We provide two complementary…
Explicit Perturbations to the Stabilizer of Modular Symmetry and Leptonic CP Violation
Xin Wang, Shun Zhou
In a class of neutrino mass models with modular flavor symmetries, it has been observed that CP symmetry is preserved at the fixed point (or stabilizer) of the modulus parameter $τ…
Double Covering of the Modular Group and Lepton Flavor Mixing in the Minimal Seesaw Model
Xin Wang, Bingrong Yu, Shun Zhou
In this paper, we investigate the double covering of modular group and derive all the modular forms of weight one for the first time. The modular forms of hi…
Dirac neutrino mass models with a modular symmetry
Xin Wang
In this paper, we investigate lepton mass spectra, flavor mixing and CP violation with a modular symmetry under the assumption that neutrinos are Dirac fermions. We find t…
Quantum Periods and Spectra in Dimer Models and Calabi-Yau Geometries
Min-xin Huang, Yuji Sugimoto, Xin Wang
We study a class of quantum integrable systems derived from dimer graphs and also described by local toric Calabi-Yau geometries with higher genus mirror curves, generalizing some…
Elliptic Blowup Equations for 6d SCFTs. IV: Matters
Jie Gu, Babak Haghighat, Albrecht Klemm +2
Given the recent geometrical classification of 6d SCFTs, a major question is how to compute for this large class their elliptic genera. The latter encode the refined BPS sp…
Lepton Flavor Mixing and CP Violation in the Minimal Type-(I+II) Seesaw Model with a Modular Symmetry
Xin Wang
In this paper, we study the implications of the modular flavor symmetry in constructing a supersymmetric minimal type-(I+II) seesaw model, in which only one right-handed n…
The Minimal Seesaw Model with a Modular Symmetry
Xin Wang, Shun Zhou
In this paper, we incorporate the modular flavor symmetry into the supersymmetric version of the minimal type-I seesaw model, in which only two right-handed neutrino singl…
On the Properties of the Effective Jarlskog Invariant for Three-flavor Neutrino Oscillations in Matter
Xin Wang, Shun Zhou
In this paper, we show that the ratio of the effective Jarlskog invariant for leptonic CP violation in three-flavor neutrino oscillations in matter to its coun…
Elliptic Blowup Equations for 6d SCFTs. II: Exceptional Cases
Jie Gu, Albrecht Klemm, Kaiwen Sun +1
The building blocks of 6d SCFTs include certain rank one theories with gauge group . In this paper, we propose a universal recursion formula fo…
Analytical solutions to renormalization-group equations of effective neutrino masses and mixing parameters in matter
Xin Wang, Shun Zhou
Recently, a complete set of differential equations for the effective neutrino masses and mixing parameters in matter have been derived to characterize their evolution with respect…
Blowup Equations for 6d SCFTs. I
Jie Gu, Babak Haghighat, Kaiwen Sun +1
We propose novel functional equations for the BPS partition functions of 6d (1,0) SCFTs, which can be regarded as an elliptic version of Gottsche-Nakajima-Yoshioka's K-theoretic bl…
Blowup Equations for Refined Topological Strings
Min-xin Huang, Kaiwen Sun, Xin Wang
Göttsche-Nakajima-Yoshioka K-theoretic blowup equations characterize the Nekrasov partition function of five dimensional supersymmetric gauge theories compactified…
Exact Quantization Conditions, Toric Calabi-Yau and Nonperturbative Topological String
Kaiwen Sun, Xin Wang, Min-xin Huang
We establish the precise relation between the Nekrasov-Shatashvili (NS) quantization scheme and Grassi-Hatsuda-Marino conjecture for the mirror curve of arbitrary toric Calabi-Yau…