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Boletin de la Sociedad Matematica Mexicana最新文献

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Fixed points of $$(varphi ,F)$$-weak contractions on metric-like spaces with applications to integral equations on time scales 类度量空间上$$(varphi ,F)$$ -弱收缩的不动点及其在时间尺度上积分方程中的应用
Pub Date : 2021-07-01 DOI: 10.1007/S40590-021-00347-X
S. Mohammed, M. Alansari, A. Azam, Shazia Kanwal
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引用次数: 7
The coreflective hull of $$mathcal {U}$$-Fréchet spaces $$mathcal {U}$$ - fr<s:1>空间的共反射外壳
Pub Date : 2021-07-01 DOI: 10.1007/S40590-021-00345-Z
Angoa-Amador Juan, Contreras-Carreto Agustín, Vilchis-Montalvo Ivan Fernando
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引用次数: 0
Algebra generated by Toeplitz operators with $${mathbb {T}}$$-invariant symbols 用$${mathbb {T}}$$不变符号的Toeplitz算子生成的代数
Pub Date : 2020-11-01 DOI: 10.1007/s40590-020-00306-y
N. Vasilevski
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引用次数: 0
The second and third-order Hermitian Toeplitz determinants for starlike and convex functions of order $$alpha $$ 星形函数和凸函数的二阶和三阶厄米特Toeplitz行列式 $$alpha $$
Pub Date : 2020-07-01 DOI: 10.1007/s40590-019-00271-1
K. Cudna, O. S. Kwon, A. Lecko, Y. J. Sim, Barbara Śmiarowska
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引用次数: 21
An $$mathrm {SL}(n)$$-invariant mixed integral $$L_p$$ affine surface area 一个$$mathrm {SL}(n)$$不变混合积分$$L_p$$仿射表面积
Pub Date : 2020-07-01 DOI: 10.1007/s40590-019-00272-0
Rui Chen, Songjun Lv
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引用次数: 0
A subclass with bi-univalence involving ($${mathfrak {p}}$$,$${mathfrak {q}}$$)- Lucas polynomials and its coefficient bounds 涉及($${mathfrak {p}}$$, $${mathfrak {q}}$$)- Lucas多项式及其系数界的双一元子类
Pub Date : 2020-05-24 DOI: 10.1007/s40590-020-00294-z
S. Yalçın, K. Muthunagai, G. Saravanan
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引用次数: 1
Dinamica de los polinomios cuadraticos 二次多项式的动力学
Pub Date : 2015-05-27 DOI: 10.19136/JOBS.A4N1.871
Gamaliel Blé González, Rogelio Valdez Delgado
En estas notas presentaremos los diferentes comportamientos din´amicos que observamos al iterar la familia de polinomios cuadr´aticos Pc(z) = z2 + c.
在这些注释中,我们将介绍我们在迭代Pc(z) = z2 + c的二次多项式族时观察到的不同动态行为。
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引用次数: 0
TWO APPLICATIONS OF PERMUTATION TESTS IN BIOSTASTICS. 排列检验在生物品尝学中的两个应用。
Luis León-Novelo, Kaisa M Kemppainen, Alexandria Ardissone, Austin Davis-Richardson, Jennie Fagen, Kelsey Gano, Eric W Triplett

We show two examples of how we answer biological questions by converting them into statistical hypothesis testing problems. We consider gene abundance data, and apply permutation tests. Though these tests are simple, they allow us to test biologically relevant hypotheses. Here we present the analysis of data rising from two studies on Type 1 Diabetes. In the first study [3] are interested in comparing the gut bacterial biodiversity in children at risk and not at risk of developing diabetes. In the second study, [4] compare the gut bacterial biodiversity of children in six different sites in USA and Europe. The statistical analyses presented here are parts of the "statistical methods" in two papers mentioned above. Here we offer a detailed explanation of the "Statistical Methods" addressed to readers with a statistics background.

我们展示了两个例子,说明我们如何通过将生物学问题转化为统计假设检验问题来回答这些问题。我们考虑基因丰度数据,并应用排列检验。尽管这些测试很简单,但它们使我们能够测试与生物学相关的假设。在这里,我们对两项1型糖尿病研究的数据进行分析。在第一项研究[3]中,我们感兴趣的是比较有糖尿病风险和没有糖尿病风险的儿童的肠道细菌生物多样性。在第二项研究中,[4]比较了美国和欧洲六个不同地区儿童的肠道细菌生物多样性。这里介绍的统计分析是上述两篇论文中“统计方法”的一部分。在这里,我们向有统计学背景的读者详细解释“统计方法”。
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引用次数: 0
Invariants and Cohomology of Groups 群的不变量与上同调
Pub Date : 2004-01-01 DOI: 10.1007/978-3-662-06280-7_4
A. Adem, R. Milgram
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引用次数: 1
THE PSEUDO-ARC 的PSEUDO-ARC
Pub Date : 1999-01-01 DOI: 10.1090/conm/117/1112808
Wayne Lewis
The pseudo-arc is the simplest nondegenerate hereditarily indecomposable continuum. It is, however, also the most important, being homogeneous, having several characterizations, and having a variety of useful mapping properties. The pseudo-arc has appeared in many areas of continuum theory, as well as in several topics in geometric topology, and is beginning to make its appearance in dynamical systems. In this monograph, we give a survey of basic results and examples involving the pseudo-arc. A more complete treatment will be given in a book [133] dedicated to this topic, currently under preparation by this author. We omit formal proofs from this presentation, but do try to give indications of some basic arguments and construction techniques. Our presentation covers the following major topics. 1. Construction 2. Homogeneity 3. Characterizat ions 4. Mapping properties 5. Hyperspaces 6. Homeomorphism groups 7. Continuous decompositions 8. Dynamics
伪弧是最简单的非简并遗传不可分解连续体。然而,它也是最重要的,它是同构的,具有多个特征,并具有各种有用的映射属性。伪弧已经出现在连续统理论的许多领域,以及几何拓扑学的几个主题中,并开始在动力系统中出现。在这篇专著中,我们给出了关于伪弧的基本结果和例子的综述。一个更完整的处理将在一本书[133]中给出,专门讨论这个话题,目前作者正在准备中。我们在本演示中省略了形式证明,但确实尝试给出一些基本论证和构造技术的指示。我们的演讲涵盖了以下主要主题。1. 建设2。同质性3。4.特征分析映射属性货币6。同胚群连续分解8。动力学
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引用次数: 68
期刊
Boletin de la Sociedad Matematica Mexicana
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