Results 131 to 140 of about 2,090,917 (350)
Note on asymptotic expressions in the theory of linear differential equations [PDF]
W. E. Milne
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Loss of primary cilia in endothelial cells promotes EndMT and vascular abnormalities in the ovarian tumor microenvironment through EphA2 activation. Using human samples, in vitro models, and endothelial‐specific Kif3a‐knockout mice, we show that primary cilia loss drives the acquisition of cancer‐associated fibroblast‐like phenotypes, thereby ...
Jin Gu Cho+11 more
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Representations for solutions of linear functional differential equations [PDF]
Representations for solutions of linear functional differential ...
Banks, H. T.
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Oscillation criteria for second-order linear differential equations [PDF]
Zeev Nehari
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On a representation of linear differential equations
Here we present a certain representation of linear differential equations that enables us to describe global transformations, a construction of global canonical forms, distribution of zeros of solutions and other global properties of solutions of the equations studied.
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Unraveling LINE‐1 retrotransposition in head and neck squamous cell carcinoma
The novel RetroTest method allows the detection of L1 activation in clinical samples with low DNA input, providing global L1 activity and the identification of the L1 source element. We applied RetroTest to a real‐world cohort of HNSCC patients where we reported an early L1 activation, with more than 60% of T1 patients showing L1 activity.
Jenifer Brea‐Iglesias+12 more
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Solutions of first order differential equations which are solutions of linear differential equations of higher order [PDF]
Lawrence Goldman
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The linear 2-refined neutrosophic differential equations
In this paper, we studied the linear 2-refined neutrosophic differential equations and defined the homogeneous and non-homogeneous 2-refined neutrosophic differential equations. Also to presenting 2-refined neutrosophic differential equation of Bernoulli,
Yaser Ahmad Alhasan+3 more
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On the oscillation of solutions of self-adjoint linear differential equations of the fourth order [PDF]
Walter Leighton, Zeev Nehari
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TRIM24 and TRIM28 are androgen receptor (AR) coregulators which exhibit increased expression with cancer progression. Both TRIM24 and TRIM28 combine to influence the response of castrate‐resistant prostate cancer (CRPC) cells to AR inhibitors by mediating AR signalling, regulation of MYC and upregulating VEGF to promote angiogenesis. Castrate‐resistant
Damien A. Leach+8 more
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