我院罗德军研究员、赵国焕副研究员与其合作者的论文QUANTITATIVE ESTIMATES FOR SPDES ON THE FULL SPACE WITH TRANSPORT NOISE AND LP-INITIAL DATA被SIAM JOURNAL ON MATHEMATICAL ANALYSIS接收发表。
摘要：
论文链接： http://dx.doi.org/10.1137/24M1706815
我院杨钊副研究员与其合作者的论文Small-Amplitude Finite-Depth Stokes Waves are Transversally Unstable被COMMUNICATIONS IN MATHEMATICAL PHYSICS接收发表。
摘要：We prove that all irrotational planar periodic traveling waves of sufficiently small-amplitude are spectrally unstable as solutions to three-dimensional inviscid finite-depth gravity water-waves equations.
论文链接： http://dx.doi.org/10.1007/s00220-025-05428-w
我院赵国焕副研究员与其合作者的论文Non-local operators with low singularity kernels: regularity estimates and martingale problem被MATHEMATISCHE ANNALEN接收发表。
摘要：
论文链接： http://dx.doi.org/10.1007/s00208-025-03199-2
我院骆顺龙研究员与其合作者的论文Sub-Planck structures and phase-space sensitivity of circular states被PHYSICAL REVIEW A接收发表。
摘要：The superposition of coherent states has attracted extensive and intensive attention, exemplified by intriguing instances such as Schr & ouml;dinger cat states and compass states. In this study, we derive analytical expressions of the Wigner functions and phase-space displacement sensitivity of circular states, which are superpositions of coherent states distributed equidistantly on a circle. The visualization of these phase-space functions exhibits fascinating quantum kaleidoscopic patterns, and intuitively reveals the internal coherence and symmetric structure in these states. Moreover, we unveil the inherent sub-Planck structure of circular states in terms of the zeros of sensitivity functions.
论文链接： http://dx.doi.org/10.1103/llhr-hn2y
我院骆顺龙研究员与其合作者的论文Quantifying complexity of continuous-variable quantum states via Wehrl entropy and Fisher information被QUANTUM SCIENCE AND TECHNOLOGY接收发表。
摘要：The notion of complexity of quantum states is quite different from uncertainty or information contents, and involves the tradeoff between its classical and quantum features. In this work, we introduce a quantifier of complexity of continuous-variable states, e.g. quantum optical states, based on the Husimi quasiprobability distribution. This quantity is built upon two functions of the state: the Wehrl entropy, capturing the spread of the distribution, and the Fisher information with respect to location parameters, which captures the opposite behavior, i.e. localization in phase space. We analyze the basic properties of the quantifier and illustrate its features by evaluating complexity of Gaussian states and some relevant non-Gaussian states. We further generalize the quantifier in terms of s-ordered phase-space distributions and illustrate its implications.
论文链接： http://dx.doi.org/10.1088/2058-9565/ae08df
我院王勇研究员与其合作者的论文A pancreatic cancer organoid biobank links multi-omics signatures to therapeutic response and clinical evaluation of statin combination therapy被CELL STEM CELL接收发表。
摘要：Chemotherapy remains the primary treatment for pancreatic ductal adenocarcinoma (PDAC), but most patients ultimately develop resistance. Here, we established 260 pancreatic cancer organoid lines, followed by extensive multi-omics profiling and therapeutic sensitivity assessments. Integrated analyses uncovered 6 novel coding and 35 noncoding driver candidates. We discovered 2,794 multi-omics features associated with drug sensitivity and 322 features linked to radiation sensitivity. Pharmacogenomic analyses revealed that chemoresistant organoids exhibited enrichment in protein glycosylation and cholesterol metabolism pathways. Notably, statins effectively targeted chemoresistant PDAC organoids. Statin treatment attenuated protein glycosylation, cholesterol levels, and the epithelial-to-mesenchymal transition (EMT) signature in PDAC organoids. We conducted a single-center, single-arm, phase 2 clinical trial (NCT06241352) combining atorvastatin with chemotherapy in patients with advanced pancreatic cancer. Among 37 patients, 26 (70.3%) demonstrated a response, with tumor markers decreasing by more than 20%, suggesting durable responses and potential clinical benefits in this challenging patient population.
论文链接： http://dx.doi.org/10.1016/j.stem.2025.07.008
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