Hubungan Emosi Positif dan Koping dengan Hipertensi di RSUP. M. Djamil Padang by Fitra Yeni

“… The number of visitations of patients who suffered from hypertension in Dr. M. Djamil Hospital increased by 914 in 2006 and 1892 in 2007. …”
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M-mode ultrasound evaluation of lateral abdominal muscle postural response to load: an exploratory study by Biały Maciej, Adamczyk Wacław Marceli, Stranc Tomasz, Szlachta Grzegorz, Gnat Rafał

“…There is a need to evaluate the tissue deformation index of lateral abdominal muscles using M-mode ultrasound in a cohort of healthy subjects to establish a convenient reference point for clinical reasoning in patients. …”
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Solitary Wave Solutions and Periodic Wave Solutions of the K(m,n) Equation with t-Dependent Coefficients by Wei Li

“…The Exp-function method combined with F-expansion method is employed to investigate the K(m,n) equation with t-dependent coefficients. The solitary wave solutions and periodic wave solutions to the equation are constructed analytically under certain circumstances. …”
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Exercise‐Activated mPFC Tri‐Synaptic Pathway Ameliorates Depression‐Like Behaviors in Mouse by Tian Lan, Ye Li, Xiao Chen, Wenjing Wang, Changmin Wang, Haiyan Lou, Shihong Chen, Shuyan Yu

“…With this pathway, initial inputs from neurons within the dorsal root ganglia (DRG) project to excitatory neurons in the gracile nucleus (GR), which in turn connect with 5‐HTergic neurons in the dorsal raphe nucleus (DRN), eventually coursing to excitatory pyramidal neurons within the medial prefrontal cortex (mPFC). Exercise activates this pathway, with the result that depressive‐ and anxiety‐like behaviors in mice are significantly reduced. …”
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Design of Interactive Media for Japanese M-Learning Based on Android Using UML and Waterfall Model by Apriade Voutama, Elfina Novalia

Subjects: “…m-learning, japanese, uml, waterfall, android…”
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Chemical reactivity of alliin and its molecular interactions with the M proteasepro of SARS-CoV-2 by López-Orozco Wendolyne, Mendoza-Huizar Humberto Luis, Álvarez-Romero Giaan Arturo, Torres-Valencia Jesús Martín, Sanchez-Zavala Maricruz

“…In the present work, a computational study of the chemical reactivity of alliin at the X/DGDZVP level of theory (where X is B3LYP, M06, M06L or wB97XD) was performed. The distribution of active sites on alliin was determined by evaluating the Fukui function. …”
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^（99m）Tc-HL91肺癌乏氧显像临床价值研究 by 古模发, 黎建军, 高剑铭, 卢献平, 叶伟军, 蒋宁一, 樊卫, 崔念基

“…【目的】探讨乏氧组织显像剂99mTc-HL91显像对肺癌诊断价值及与放射治疗前后肿瘤乏氧程度的改变。【方法】选取确诊的肺癌病例41例,非肺癌病例33例为实验组和对照组。…”
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Revisión: Candioti, M. (2023). Una historia de la emancipación negra. Siglo XXI by Pablo José Reid

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THREE VIEWS ON THE PROBLEM OF A PRIORI: I. KANT, D. VON HILDEBRAND AND M. SCHELER by Aivaras Stepukonis

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Peripheral Mononuclear Cell Resistin mRNA Expression Is Increased in Type 2 Diabetic Women by Panayoula C. Tsiotra, Constantine Tsigos, Eleni Anastasiou, Eleni Yfanti, Eleni Boutati, Emmanouil Souvatzoglou, Ioannis Kyrou, Sotirios A. Raptis

“…Resistin mRNA levels were easily detectable in human PBMC, and found to be higher in DM2 compared to healthy women (P=.05). …”
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FINITE ELEMENT ANALYSIS OF THROUGH THICKNESS EFFECTS ON 300M STEEL STRESS INTENSITY FACTOR by XU Liang, ZHANG Ning, ZHOU Song, WANG Lei, MA Chuang, LIU Peng

“…Based on ANSYS,a finite element model of calculating stress intensity factor（ SIF） for 300 M steel M（ T）sample with different thickness was established and the numerical solutions of SIF for different thickness were compared. …”
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H. G. Wells’s and E. M. Forster’s Transformative Arts: Theoretical Divergences and Formal Connections by Laurent Mellet

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骨肉瘤组织中MICA基因mRNA和蛋白的表达

“…【目的】 检测骨肉瘤组织中MHC I类链相关蛋白A(MHC class I chain-related A,MICA)基因mRNA和蛋白的表达情况,为探讨骨肉瘤的肿瘤免疫机制提供信息65377; 【方法】 应用RT-PCR方法检测MICA mRNA在11例新鲜骨肉瘤组织和5个骨肉瘤细胞株中的表达情况;分别应用免疫组织化学方法65380;Western blot和流式细胞术检测66例石蜡包埋骨肉瘤组织65380;6例石蜡包埋正常人骨组织65380;9例新鲜骨肉瘤组织和5个骨肉瘤细胞株中MICA蛋白的表达情况65377; 【结果】 骨肉瘤组织中MICA mRNA表达率为81.8%(9/11),5个骨肉瘤细胞株均表达MICA mRNA;MICA蛋白在骨肉瘤组织和正常骨组织的表达率分别为51.6%(34/66)和0%(0/6);骨肉瘤细胞株Saos-265380;MG63和HOS阳性表达膜表面MICA蛋白,而细胞株U2OS和OS732只有少量细胞呈阳性表达65377;【结论】 MICA mRNA和蛋白广泛表达于骨肉瘤组织和细胞株65377;…”
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Pythagorean m-Polar Fuzzy Weighted Aggregation Operators and Algorithm for the Investment Strategic Decision Making by Muhammad Riaz, Khalid Naeem, Ronnason Chinram, Aiyared Iampan

“…We introduce Pythagorean m-polar fuzzy weighted averaging (PmFWA), Pythagorean m-polar fuzzy weighted geometric (PmFWG), symmetric Pythagorean m-polar fuzzy weighted averaging (SPmFWA), and symmetric Pythagorean m-polar fuzzy weighted geometric (SPmFWG) operators for aggregating uncertain data. …”
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M6A Modification and Transcription Analysis of LncRNA in Cerebral Ischemia/Reperfusion Injury by Jierong Mo, Zhiquan Li, Zhengfei Yang, Zuhua Huang, Pengpeng Guo, Jianfeng Gao, Haiqiong xiao, Ping Ye, Haini Qin, Tianen Zhou, Jun Jiang

“…Finally, a LncRNA-miRNA-mRNA network was constructed. Therefore, this study explored the potential key LncRNAs and regulatory mechanisms of CIRI.…”
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M-Eigenvalues-Based Sufficient Conditions for the Positive Definiteness of Fourth-Order Partially Symmetric Tensors by Gang Wang, Linxuan Sun, Lixia Liu

“…In this paper, we introduce M-identity tensor and establish two M-eigenvalue inclusion intervals with n parameters for fourth-order partially symmetric tensors, which are sharper than some existing results. …”
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Gambaran Status Gizi Pasien Tuberkulosis Anak di RSUP Dr. M. Djamil Padang by Chika Aulia Husna, Finny Fitry Yani, Machdawaty Masri Masri

“…M. Djamil Padang hospital period of January 1^st 2013 – December 31^th 2013 by using the total sampling method to obtained 187 sampel. …”
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Distribution of Receptor Activity Modifying Protein (RAMP) mRNAS in the Rat Central Nervous System by K. R. Oliver, A. M. Kinsey, N. Keyvan-Fouladi, R. Heavens, A. Wainwright

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Filmar para tajar: Madrid en el cine en torno al 15-M by Luis Deltell Escolar

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Existence of Three Positive Solutions for m-Point Discrete Boundary Value Problems with p-Laplacian by Yanping Guo, Wenying Wei, Yuerong Chen

“…We consider the multi-point discrete boundary value problem with one-dimensional p-Laplacian operator Δ(ϕp(Δu(t−1))+q(t)f(t,u(t),Δu(t))=0, t∈{1,…,n−1} subject to the boundary conditions: u(0)=0, u(n)=∑i=1m−2aiu(ξi), where ϕp(s)=|s|p−2s,p>1,ξi∈{2,…,n−2} with 1<ξ1<⋯<ξm−2<n−1 and ai∈(0,1),0<∑i=1m−2ai<1. …”
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