Spectroscopic Feature of Quantum Many-Body Scar States

Kavli Affiliate: Long Zhang | First 5 Authors: Wenjie Wei, Long Zhang, , , | Summary: We study the dynamical correlations of nonintegrable systems with quantum many-body scar (QMBS) states generated by a ladder operator. The spectral function of the ladder operator has an exact $delta$-function peak induced by the QMBS states. As a concrete […]


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Emergent quantum disordered phase in Na$_2$Co$_2$TeO$_6$ under intermediate magnetic field along $c$ axis

Kavli Affiliate: Gang Su | First 5 Authors: Xu-Guang Zhou, Han Li, Chaebin Kim, Akira Matsuo, Kavita Mehlawat | Summary: Identifying the exotic quantum spin liquid phase in Kitaev magnets has garnered great research interests and remains a significant challenge. In experiments, most of the proposed candidate materials exhibit an antiferromagnetic (AFM) order at low […]


Continue.. Emergent quantum disordered phase in Na$_2$Co$_2$TeO$_6$ under intermediate magnetic field along $c$ axis

Shocking and Mass Loss of Compact Donor Stars in Type Ia Supernovae

Kavli Affiliate: Lars Bildsten | First 5 Authors: Tin Long Sunny Wong, Christopher White, Lars Bildsten, , | Summary: Type Ia supernovae arise from thermonuclear explosions of white dwarfs accreting from a binary companion. Following the explosion, the surviving donor star leaves at roughly its orbital velocity. The discovery of the runaway helium subdwarf star […]


Continue.. Shocking and Mass Loss of Compact Donor Stars in Type Ia Supernovae

Shocking and Mass Loss of Compact Donor Stars in Type Ia Supernovae

Kavli Affiliate: Lars Bildsten | First 5 Authors: Tin Long Sunny Wong, Christopher White, Lars Bildsten, , | Summary: Type Ia supernovae arise from thermonuclear explosions of white dwarfs accreting from a binary companion. Following the explosion, the surviving donor star leaves at roughly its orbital velocity. The discovery of the runaway helium subdwarf star […]


Continue.. Shocking and Mass Loss of Compact Donor Stars in Type Ia Supernovae

Intrinsic Second Order Spin Current

Kavli Affiliate: Gang Su | First 5 Authors: Zhi-Fan Zhang, Zhen-Gang Zhu, Gang Su, , | Summary: In recent years, nonlinear Hall effect has attracted great attention with three different terms contributed by Drude effect, Berry curvature dipole and Berry connection polarizability. In this work, we theoretically predict an intrinsic second order spin current induced […]


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Perm: A Parametric Representation for Multi-Style 3D Hair Modeling

Kavli Affiliate: Yi Zhou | First 5 Authors: Chengan He, Xin Sun, Zhixin Shu, Fujun Luan, Sören Pirk | Summary: We present Perm, a learned parametric model of human 3D hair designed to facilitate various hair-related applications. Unlike previous work that jointly models the global hair shape and local strand details, we propose to disentangle […]


Continue.. Perm: A Parametric Representation for Multi-Style 3D Hair Modeling

Perm: A Parametric Representation for Multi-Style 3D Hair Modeling

Kavli Affiliate: Yi Zhou | First 5 Authors: Chengan He, Xin Sun, Zhixin Shu, Fujun Luan, Sören Pirk | Summary: We present Perm, a learned parametric model of human 3D hair designed to facilitate various hair-related applications. Unlike previous work that jointly models the global hair shape and local strand details, we propose to disentangle […]


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Ultralow-loss spiral resonators for precise LiDAR

Kavli Affiliate: John E. Bowers | First 5 Authors: Osama Terra, Warren Jin, Hussein Kotb, Joel Guo, John E. Bowers | Summary: Swept laser interferometry is an extremely powerful solution embedded in several recent technologies such as absolute distance measurement, light detection and ranging, optical frequency domain reflectometry, optical coherence tomography, microresonator characterization, and gas […]


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Global Well-posedness for Incompressible Hookean Elastodynamics in the Critical Besov Spaces

Kavli Affiliate: Yi Zhou | First 5 Authors: Zexian Zhang, Yi Zhou, , , | Summary: We identify the wave maps type nonlinearities of incompressible Hookean elastodynamics euqations in Lagerangian coordinates, and iterate them in the adapted $U^2$-type spaces to prove the small data global well-posedness in the critical Besov space $dot{B}^{frac{n}{2}+1}_{2,1}(mathbb{R}^n)times dot{B}^{frac{n}{2}}_{2,1}(mathbb{R}^n) (nge 2)$. […]


Continue.. Global Well-posedness for Incompressible Hookean Elastodynamics in the Critical Besov Spaces