Singularities of the Chern–Ricci flow
We study the nature of finite-time singularities for the Chern-Ricci flow, partially answering a question of Tosatti-Weinkove. We show that a solution of degenerate parabolic complex Monge-Ampère equations starting from arbitrarily positive (1,1)-currents are smooth outside some analytic subset, generalizing works by Di Nezza-Lu.
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Matrix Li-Yau-Hamilton estimates under Ricci flow and parabolic frequency. [PDF]
Li X, Zhang QS.
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Karigiannis S, Picard S, Suan C.
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Cerebral Flow Dysregulation Encephalopathy Following Carotid Stenting Procedure: Multiparametric CT and EEG Characteristics. [PDF]
Ricci E +11 more
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No Time to Bleed! Ultrasound-Guided Management of a Pleural Biopsy Complication: A Case Report. [PDF]
Piamonti D +10 more
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Shallow permeability structure and gas flow in hydrothermally altered soils at the Rotokawa Geothermal Field, New Zealand. [PDF]
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Creatine Supplementation in Preclinical Models Receiving Immune Checkpoint Inhibitor Therapy: A Systematic Review. [PDF]
Shin J +5 more
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Aortic dissection in a Jehovah's witness: Frozen Elephant Trunk and subsequent 4D flow MRI analysis, a case report. [PDF]
Asta L +4 more
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IL15-mediated crosstalk between LSECs and CD8⁺ tissue-resident memory T cells drives alcohol-associated hepatitis. [PDF]
Zhong W +18 more
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