Results 121 to 130 of about 994,574 (330)
Normalized homoclinic solutions of discrete nonlocal double phase problems
The aim of this paper is to discuss the existence of normalized solutions to the following nonlocal double phase problems driving by the discrete fractional Laplacian: ( − Δ𝔻)pαu(k) + μ(−Δ 𝔻)qβu(k) + ω(k)|u(k)|p−2u(k) = λ|u(k)|q−2u(k) + h(k)|u(k)|r−2u(k)
Mingqi Xiang, Yunfeng Ma, Miaomiao Yang
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Small four-manifolds without non-singular solutions of normalized Ricci flows [PDF]
Masashi Ishida
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Overexpression of CHRDL2 in colon cancer cells makes them more stem‐like and resistant to chemo‐ and radiotherapy. CHRDL2‐high cells have upregulation of the WNT pathway, genes involved in the DNA damage response (DDR) pathway and epithelial‐to‐mesenchymal transition (EMT). This leads to quicker repair of damaged DNA and more cell migration.
Eloise Clarkson, Annabelle Lewis
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Normalized expression for solutions to linear fuzzy differential equations under combination of differences [PDF]
Y. Chalco-Cano+2 more
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Normalized solutions of L 2-supercritical NLS equations on noncompact metric graphs with localized nonlinearities [PDF]
Jack Borthwick+3 more
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Solution of rank deficient normals
Technical note written as input to the early studies of the ESA space astrometry project Hipparcos.
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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
wiley +1 more source
Normalized solutions to a class of (2, q)-Laplacian equations
This paper is concerned with the existence of normalized solutions to a class of (2, q)-Laplacian equations in all the possible cases with respect to the mass critical exponents 2(1 + 2/N), q(1 + 2/N).
Baldelli Laura, Yang Tao
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Positive Normalized Solutions to a Kind of Fractional Kirchhoff Equation with Critical Growth
In this paper, we have investigated the existence of normalized solutions for a class of fractional Kirchhoff equations involving nonlinearity and critical nonlinearity. The nonlinearity satisfies L2-supercritical conditions.
Shiyong Zhang, Qiongfen Zhang
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Quasilinear Schrödinger equations : ground state and infinitely many normalized solutions [PDF]
Houwang Li, Wenming Zou
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