Topological modular forms and the absence of all heterotic global anomalies

Kavli Affiliate: Yuji Tachikawa | First 5 Authors: Yuji Tachikawa, Mayuko Yamashita, , , | Summary: We reformulate the question of the absence of global anomalies of heterotic string theory mathematically in terms of a certain natural transformation $mathrm{TMF}^bulletto (I_{mathbb{Z}}Omega^text{string})^{bullet-20}$, from topological modular forms to the Anderson dual of string bordism groups, using the Segal-Stolz-Teichner […]


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Third Data Release of the Hyper Suprime-Cam Subaru Strategic Program

Kavli Affiliate: Hiroaki Aihara | First 5 Authors: Hiroaki Aihara, Yusra AlSayyad, Makoto Ando, Robert Armstrong, James Bosch | Summary: The paper presents the third data release of Hyper Suprime-Cam Subaru Strategic Program (HSC-SSP), a wide-field multi-band imaging survey with the Subaru 8.2m telescope. HSC-SSP has three survey layers (Wide, Deep, and UltraDeep) with different […]


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Temperedness criterion of the tensor product of parabolic induction for $GL_n$

Kavli Affiliate: Toshiyuki Kobayashi | First 5 Authors: Yves Benoist, Yui Inoue, Toshiyuki Kobayashi, , | Summary: We give a necessary and sufficient condition for a pair of parabolic subgroups $P$ and $Q$ of $G=GL_n(mathbb{R})$ such that the tensor product of any two unitarily induced representations from $P$ and $Q$ are tempered. | Search Query: […]


Continue.. Temperedness criterion of the tensor product of parabolic induction for $GL_n$

Temperedness criterion of the tensor product of parabolic induction for $GL_n$

Kavli Affiliate: Toshiyuki Kobayashi | First 5 Authors: Yves Benoist, Yui Inoue, Toshiyuki Kobayashi, , | Summary: We give a necessary and sufficient condition for a pair of parabolic subgroups $P$ and $Q$ of $G=GL_n(mathbb{R})$ such that the tensor product of any two unitarily induced representations from $P$ and $Q$ are tempered. We also give […]


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Toroidal and Elliptic Quiver BPS Algebras and Beyond

Kavli Affiliate: Masahito Yamazaki | First 5 Authors: Dmitry Galakhov, Wei Li, Masahito Yamazaki, , | Summary: The quiver Yangian, an infinite-dimensional algebra introduced recently in arXiv:2003.08909, is the algebra underlying BPS state counting problems for toric Calabi-Yau three-folds. We introduce trigonometric and elliptic analogues of quiver Yangians, which we call toroidal quiver algebras and […]


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Anarchic Federated Learning

Kavli Affiliate: Jia Liu | First 5 Authors: Haibo Yang, Xin Zhang, Prashant Khanduri, Jia Liu, | Summary: Present-day federated learning (FL) systems deployed over edge networks consists of a large number of workers with high degrees of heterogeneity in data and/or computing capabilities, which call for flexible worker participation in terms of timing, effort, […]


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Cosmic birefringence tomography and calibration-independence with reionization signals in the CMB

Kavli Affiliate: Toshiya Namikawa | First 5 Authors: Blake D. Sherwin, Toshiya Namikawa, , , | Summary: The search for cosmic polarization rotation or birefringence in the CMB is well-motivated because it can provide powerful constraints on parity-violating new physics, such as axion-like particles. In this paper we point out that since the CMB polarization […]


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Confluence in quantum K-theory of weak Fano manifolds and q-oscillatory integrals for toric manifolds

Kavli Affiliate: Todor Milanov | First 5 Authors: Todor Milanov, Alexis Roquefeuil, , , | Summary: For a smooth projective variety whose anti-canonical bundle is nef, we prove confluence of the small $K$-theoretic $J$-function, i.e., after rescaling appropriately the Novikov variables, the small $K$-theoretic $J$-function has a limit when $qto 1$, which coincides with the […]


Continue.. Confluence in quantum K-theory of weak Fano manifolds and q-oscillatory integrals for toric manifolds

Confluence in quantum K-theory of weak Fano manifolds and q-oscillatory integrals for toric manifolds

Kavli Affiliate: Todor Milanov | First 5 Authors: Todor Milanov, Alexis Roquefeuil, , , | Summary: For a smooth projective variety whose anti-canonical bundle is nef, we prove confluence of the small $K$-theoretic $J$-function, i.e., after rescaling appropriately the Novikov variables, the small $K$-theoretic $J$-function has a limit when $qto 1$, which coincides with the […]


Continue.. Confluence in quantum K-theory of weak Fano manifolds and q-oscillatory integrals for toric manifolds

Tomographic Imaging by a Si/CdTe Compton Camera for In-111 and I-131 Radionuclides

Kavli Affiliate: Shinichiro Takeda | First 5 Authors: Goro Yabu, Hiroki Yoneda, Tadashi Orita, Shin’ichiro Takeda, Pietro Caradonna | Summary: Tomographic imaging with radionuclides commonly used in nuclear medicine, such as $^{111}$In (171 and 245 keV) and $^{131}$I (364 keV), is in high demand for medical applications and small animal imaging. The Si/CdTe Compton camera […]


Continue.. Tomographic Imaging by a Si/CdTe Compton Camera for In-111 and I-131 Radionuclides