The tensile strength of granite, a proposed host for nuclear waste, degrades severely above 400°C. We link this to specific microcracking patterns captured by acoustic emission, establishing a scientific basis for assessing repository safety under thermal load.
Wei Zeng +7 more
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Innovative Antifungal and Food Preservation Potential of Eucalyptus citriodora Essential Oil in Combination with Modified Potato Peel Starch. [PDF]
Khan N, Fatima S, Sadiq MB.
europepmc +1 more source
A comprehensive insight into peanut storage: patterns of quality changes, pathways of quality deterioration, and storage strategies. [PDF]
Yang Y, Chen J, Chen L.
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Effect of Post-Harvest Management on <i>Aspergillus flavus</i> Growth and Aflatoxin Contamination of Stored Hazelnuts. [PDF]
Casu A +4 more
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Image segmentation network based on enhanced dual encoder. [PDF]
Wang D, Sun Y, Chen H, Zhao X.
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Recent advances in cassane diterpenoids: structural diversity and biological activities. [PDF]
Ibrahim SRM +4 more
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On Marcinkiewicz Integral Operators with Rough Kernels
This paper is devoted to the study on the L p -mapping properties of Marcinkiewicz integral operators with rough kernels along “polynomial curves” on $$\mathbb{R}^n .$$ The
Huoxiong Wu
exaly +5 more sources
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Marcinkiewicz integral with rough kernels
Frontiers of Mathematics in China, 2007zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Shanzhen Lu
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Vector-valued singular integral operators with rough kernels
Mathematische Nachrichten, 2023AbstractIn this paper, we establish a weak‐type (1,1) boundedness criterion for vector‐valued singular integral operators with rough kernels. As applications, we obtain weak‐type (1,1) bounds for the convolution singular integral operator taking value in the Banach space Y with a rough kernel, the maximal operator taking vector value in Y with a rough ...
Xudong Lai
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Certain Operators with Rough Singular Kernels
Canadian Journal of Mathematics, 2003AbstractWe study the singular integral operatordefined on all test functions f, where b is a bounded function, α ≥ 0, Ω (yʻ) is an integrable function on the unit sphere Sn-1 satisfying certain cancellation conditions. We prove that, for 1 < p < ∞, TΩ,α extends to a bounded operator from the Sobolev space to the Lebesgue space Lp with Ω being a ...
Chen, Jiecheng +2 more
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