Search Results - "Linh, Tran N. K."

The Combination of Metformin and Valproic Acid Induces Synergistic Apoptosis in the Presence of p53 and Androgen Signaling in Prostate Cancer by Tran, Linh N K, Kichenadasse, Ganessan, Butler, Lisa M, Centenera, Margaret M, Morel, Katherine L, Ormsby, Rebecca J, Michael, Michael Z, Lower, Karen M, Sykes, Pamela J

“…We investigated the potential of combining the hypoglycemic drug metformin (MET) and the antiepileptic drug valproic acid (VPA), which act via different…”
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Hilbert Polynomials of Kähler Differential Modules for Fat Point Schemes by Kreuzer, Martin, Linh, Tran N. K., Long, Le Ngoc

“…Given a fat point scheme W = m 1 P 1 + ⋯ + m s P s in the projective n -space ℙ n over a field K of characteristic zero, the modules of Kähler differential k…”
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Chronic low dose ethanol induces an aggressive metastatic phenotype in TRAMP mice, which is counteracted by parthenolide by Morel, Katherine L., Ormsby, Rebecca J., Solly, Emma L., Tran, Linh N. K., Sweeney, Christopher J., Klebe, Sonja, Cordes, Nils, Sykes, Pamela J.

“…Despite advances in prostate cancer therapy, dissemination and growth of metastases results in shortened survival. Here we examined the potential anti-cancer…”
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The Combination of Metformin and Valproic Acid Has a Greater Anti-tumoral Effect on Prostate Cancer Growth In Vivo than Either Drug Alone by Tran, Linh N K, Kichenadasse, Ganessan, Morel, Katherine L, Lavranos, Tina C, Klebe, Sonja, Lower, Karen M, Ormsby, Rebecca J, Elliot, David J, Sykes, Pamela J

“…The hypoglycemic drug metformin (MET) and the anti-epileptic drug valproic acid (VPA) have individually shown anti-tumor effects in prostate cancer in vitro…”
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A Presentation of the Kähler Differential Module for a Fat Point Scheme in ℙn1 × … × ℙnk by Linh, Tran N K, Guardo, Elena, Long Le Ngoc

“…Let 핐 be a fat point scheme in ℙn1 × … × ℙnk over a field K of characteristic zero. In this paper we introduce the multi-graded Kähler differential module for…”
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Differential theory of zero-dimensional schemes by Kreuzer, Martin, Linh, Tran N.K., Long, Le N.

“…To study a 0-dimensional scheme X in Pn over a perfect field K, we use the module of Kähler differentials ΩR/K1 of its homogeneous coordinate ring R and its…”
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An Application of Liaison Theory to Zero-dimensional Schemes by Kreuzer, Martin, Linh, Tran N. K., Long, Le Ngoc, Nguyen, Tu Chanh

“…Given a 0-dimensional scheme 𝕏 in an n-dimensional projective space ℙ K n over an arbitrary field K, we use liaison theory to characterize the…”
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A Presentation of the Kähler Differential Module for a Fat Point Scheme in ℙ n 1 × … × ℙ n k by Linh, Tran N. K., Guardo, Elena, Le Ngoc, Long

“…Let 핐 be a fat point scheme in ℙ n 1 × … × ℙ n k over a field K of characteristic zero. In this paper we introduce the multi-graded Kähler differential module…”
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Some line and conic arrangements and their Waldschmidt constants by Huynh, Dinh Tuan, Linh, Tran N. K, Long, Le Ngoc

“…We study the Waldschmidt constant of some configurations in the projective plane. In the first part, we show that the Waldschmidt constant of a set…”
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Differential theory of zero-dimensional schemes by Kreuzer, Martin, Linh, Tran N. K, Long, Le N

“…For a 0-dimensional scheme $\mathbb{X}$ in $\mathbb{P}^n$ over a perfect field $K$, we first embed the homogeneous coordinate ring $R$ into its truncated…”
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Hilbert Polynomials of K\"ahler Differential Modules for Fat Point Schemes by Kreuzer, Martin, Linh, Tran N. K, Long, Le Ngoc

“…Given a fat point scheme $\mathbb{W}=m_1P_1+\cdots+m_sP_s$ in the projective $n$-space $\mathbb{P}^n$ over a field $K$ of characteristic zero, the modules of…”
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The K\"ahler Different of a Set of Points in $\mathbb{P}^m\times\mathbb{P}^n by Linh, Tran N. K, Long, Le N, Hoa, Nguyen T, Nhi, Nguyen T. P, Nhan, Phan T. T

“…Given an ACM set $\mathbb{X}$ of points in a multiprojective space $\mathbb{P}^m\times\mathbb{P}^n$ over a field of characteristic zero, we are interested in…”
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An application of Liaison theory to zero-dimensional schemes by Kreuzer, Martin, Linh, Tran N. K, Long, Le Ngoc, Tu, Nguyen Chanh

“…Given a 0-dimensional scheme X in a n-dimensional projective space P^n_K over an arbitrary field K, we use Liaison theory to characterize the Cayley-Bacharach…”
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On the Dedekind different of a Cayley-Bacharach scheme by Kreuzer, Martin, Linh, Tran N. K, Long, Le Ngoc

“…Given a 0-dimensional scheme $\mathbb{X}$ in a projective space $\mathbb{P}^n_K$ over a field $K$, we characterize the Cayley-Bacharach property of…”
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K\"ahler differential algebras for 0-dimensional schemes by Kreuzer, Martin, Linh, Tran N. K, Long, Le Ngoc

“…Given a 0-dimensional scheme in a projective space $\mathbb{P}^n$ over a field $K$, we study the K\"ahler differential algebra $\Omega_{R/K}$ of its…”
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Kaehler differentials for fat point schemes in P^1xP^1 by Guardo, Elena, Kreuzer, Martin, Linh, Tran N. K, Long, Le Ngoc

“…Let $X$ be a set of $K$-rational points in $P^1 \times P^1$ over a field $K$ of characteristic zero, let $Y$ be a fat point scheme supported at $ X$, and let…”
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