نتایج جستجو برای: 1 بیسفنیلن h1 تترازول

تعداد نتایج: 2760982  

Journal: :Cancer research 2011
Yujia Cao Lu Zhang Yosuke Kamimura Patcharee Ritprajak Masaaki Hashiguchi Sachiko Hirose Miyuki Azuma

B7-H1 (CD274) is a T-cell coinhibitory molecule that is also often induced on human carcinoma cells, where its expression has been implicated in immune escape. Under inflammatory conditions, B7-H1 is also inducible in normal epithelial cells but little is known about its involvement in conversion of normal cells to tumor cells. Here, we show that skin-specific expression of B7-H1 accelerates in...

2017
Kevin D. Pavelko Michael P. Bell Susan M. Harrington Haidong Dong

Therapies that target the PD-1/B7-H1 axis have revolutionized cancer treatment, yet precise knowledge of how this pathway provides benefit continues to evolve. Here, we report a novel role for the immune checkpoint ligand B7-H1 in the accumulation of tissue-resident memory CD8+ T-cells (TRM). After intracranial infection, Theiler's murine encephalomyelitis virus (TMEV) generates TRM that are ma...

2003
Chi-Kwong Li Nung-Sing Sze Yung-Chow Wong

Let H1 be an n × n invertible Hermitian matrix, and let U(H1) be the group of n × n H1-unitary matrices, i.e., matrices A satisfying A H1A = H1. Suppose H2 is an m × m invertible Hermitian matrix. We show that a linear transformation φ : Mn → Mm satisfies φ(U(H1)) ⊆ U(H2) if and only if there exist invertible matrices S ∈ Mm, U, V ∈ U(H2) such that SH2S = [(Ia ⊕−Ib)⊗H1]⊕ [(Ic ⊕−Id)⊗ (H−1 1 )], ...

2006
Ivo Babuška Victor Nistor Nicolae Tarfulea IVO BABUŠKA VICTOR NISTOR NICOLAE TARFULEA

We propose a method for treating the Dirichlet boundary conditions in the framework of the Generalized Finite Element Method (GFEM). We use approximate Dirichlet boundary conditions as in [12] and polynomial approximations of the boundary. Our sequence of GFEM-spaces considered, Sμ, μ = 1, 2, . . . is such that Sμ 6 ⊂ H1 0 (Ω), and hence it does not conform to one of the basic FEM conditions. L...

2007
Fumihiko Tsushima Sheng Yao Tahiro Shin Andrew Flies Sarah Flies Haiying Xu Koji Tamada Drew M. Pardoll Lieping Chen

Although self-reactive T-cell precursors can be eliminated upon recognition of self-antigen presented in the thymus, this central tolerance process is often incomplete, and additional mechanisms are required to prevent autoimmunity. Recent studies indicates that the interaction between B7-H1 and its receptor PD-1 on activated T cells plays an important role in the inhibition of T-cell responses...

Journal: :Blood 2007
Fumihiko Tsushima Sheng Yao Tahiro Shin Andrew Flies Sarah Flies Haiying Xu Koji Tamada Drew M Pardoll Lieping Chen

Although self-reactive T-cell precursors can be eliminated upon recognition of self-antigen presented in the thymus, this central tolerance process is often incomplete, and additional mechanisms are required to prevent autoimmunity. Recent studies indicates that the interaction between B7-H1 and its receptor PD-1 on activated T cells plays an important role in the inhibition of T-cell responses...

پایان نامه :وزارت علوم، تحقیقات و فناوری - دانشگاه صنعتی اصفهان - دانشکده شیمی 1384

این رساله شامل سه بخش می باشد. در بخش نخست مطالعاتی در زمینه تهیه تترازولها با کایرالیته محوری انجام گردیده است و در این راستا مشتقات آریلوکسی تترازول بی نفتول و 2- متوکسی 2- هیدروکسی بی نفتیل تترازول در فر م های راسمیک و فعال نوری تهیه شده اند. سپس روشی برای جداسازی انانتیومرهای ارائه شده است . همچنین از ترکیب 5 و ترکیب مزیتیلوکسی تترازول ایمیدوئیل آزیدهای مربوطه تهیه گردید و از آنها در ...

Journal: :Asian Pacific journal of cancer prevention : APJCP 2014
Hai-Yu Xiong Ting-Ting Ma Bi-Tao Wu Yan Lin Zhi-Guang Tu

BACKGROUND AND AIM B7-H1, a co-inhibitory molecule of the B7 family, is found aberrantly expressed in ovarian cancer cells and infiltrating macrophage/dendritic-like cells, and plays a critical role in immune evasion by ovarian cancer. IL-12, an inducer of Th1 cell development, exerts immunomodulatory effects on ovarian cancer. However, whether IL-12 regulates B7-H1 expression in human ovarian ...

2014
Wenquan Feng Shurong Sun Xinhui Li Meirong Xu

We consider the existence of at least one positive solution of the problem –D0+u(t) = f (t,u(t)), 0 < t < 1, under the circumstances that u(0) = 0, u(1) = H1(φ(u)) + ∫ E H2(s,u(s))ds, where 1 < α < 2, D α 0+ is the Riemann-Liouville fractional derivative, and u(1) = H1(φ(u)) + ∫ E H2(s,u(s))ds represents a nonlinear nonlocal boundary condition. By imposing some relatively mild structural condit...

نمودار تعداد نتایج جستجو در هر سال

با کلیک روی نمودار نتایج را به سال انتشار فیلتر کنید