H1∩Lp versus C1 Local Minimizers by Yansheng Zhong

“…We show that a local minimizer of Φ in the C1 topology must be a local minimizer in the H1∩Lp topology, under suitable assumptions for the functional Φ=(1/2)∫Ω|∇u|2+(1/p)∫Ω|u|p−∫ΩF(x,u) with supercritical exponent p>2∗=2n/(n−2). …”
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Minimizing the Average Delay at Intersections via Presignals and Speed Control by Mina Ghanbarikarekani, Xiaobo Qu, Michelle Zeibots, Weiwei Qi

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Further Properties of Trees with Minimal Atom-Bond Connectivity Index by Jianping Liu, Jinsong Chen

“…In this paper, we determined a few structural features of the trees with minimal ABC index also we characterized the trees with dia[T]=2 and minimal ABC index, where [T] is induced by the vertices of degree greater than 2 in T and dia[T] is the diameter of [T].…”
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The application of robotic transanal minimally invasive surgery in rectal surgery by Guodong Xiao, Bin Huang, Zhengyong Liu, Chunxue Li, Weidong Tong

Subjects: “…Minimally invasive surgery…”
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Is Minimally Invasive Surgery the Standard of Care for Ventral Hernia Repair? by Kaushik Bhattacharya

Subjects: “…minimally invasive surgery…”
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Clinical Effect and Aesthetic Evaluation of Minimally Invasive Implant Therapy by Kefei Li, Fang Liu, Pan Liu, Cuifang Wei, Xue Li

“…To explore the clinical effect and aesthetic evaluation of minimally invasive implant in the treatment of dentition defect. …”
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Development of model schools and practices for minimizing violence among students by Kantita Sripa, Theeravut Ninphet, Phonraphee Thummaphan, Sorat Glubwila

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THREE-DIMENSIONAL RECONSTRUCTION BY SART METHOD WITH MINIMIZATION OF THE TOTAL VARIATION by S. A. Zolotarev, M. A. Mirzavand

“…Graphics processor is used to accelerate the speed of the reconstruction. The method of minimizing the total variation (TV) is used as a priori support for the regularization of the iterative process and to overcome the incompleteness of the information.…”
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Addendum to the paper: Compact embedded minimal surfaces in the Berger sphere by Shin, Heayong, Kim, Young Wook, Koh, Sung-Eun, Lee, Hyung Yong, Yang, Seong-Deog

“…We construct a two discrete parameter family of compact minimal surfaces embedded in the Berger sphere which may be considered as the analogue of the helicoidal Karcher-Scherk surfaces.…”
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Minimally Invasive Periodontology: A Treatment Philosophy and Suggested Approach by Ethan Ng, John Rong Hao Tay, Marianne Meng Ann Ong

“…Periodontal surgery, where indicated, should also be minimally invasive, with periodontal regeneration being shown to be effective over 20 years of follow-up. …”
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Epidemiological methods in transition: Minimizing biases in classical and digital approaches. by Sara Mesquita, Lília Perfeito, Daniela Paolotti, Joana Gonçalves-Sá

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New Nonsmooth Equations-Based Algorithms for -Norm Minimization and Applications by Lei Wu, Zhe Sun

“…Recently, Xiao et al. proposed a nonsmooth equations-based method to solve the -norm minimization problem (2011). The advantage of this method is its simplicity and lower storage. …”
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Free minimal resolutions and the Betti numbers of the suspension of an n-gon by Tilak de Alwis

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Effects of Diverting Stoma Creation in Minimally Invasive Surgery for Rectal Cancer by Hirotaka Momose, Makoto Takahashi, Masaya Kawai, Kiichi Sugimoto, Hiromitsu Takahashi, Shunsuke Motegi, Kumpei Honjo, Yu Okazawa, Rina Takahashi, Shun Ishiyama, Yuichi Tomiki, Kazuhiro Sakamoto

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Case Report: A minimally disruptive technique for the management of frozen leads by Su-Huan Chang, Su-Huan Chang, Kuan-You Lin, Kuan-You Lin, Chih-Chieh Yu, Chih-Chieh Yu

“…This case highlights the effectiveness of a minimally invasive approach to managing frozen leads, providing valuable insights in similar clinical scenarios.…”
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Foliations by minimal surfaces and contact structures on certain closed 3-manifolds by Richard H. Escobales

“…Then, 𝒱[X,Y] is either always zero and H, the distribution orthogonal to the flow in T(M), is integrable with minimal leaves, or 𝒱[X,Y] never vanishes and H is a contact structure. …”
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Observation of minimal and maximal speed limits for few and many-body states by Zitian Zhu, Lei Gao, Zehang Bao, Liang Xiang, Zixuan Song, Shibo Xu, Ke Wang, Jiachen Chen, Feitong Jin, Xuhao Zhu, Yu Gao, Yaozu Wu, Chuanyu Zhang, Ning Wang, Yiren Zou, Ziqi Tan, Aosai Zhang, Zhengyi Cui, Fanhao Shen, Jiarun Zhong, Tingting Li, Jinfeng Deng, Xu Zhang, Hang Dong, Pengfei Zhang, Zhen Wang, Chao Song, Chen Cheng, Qiujiang Guo, Hekang Li, H. Wang, Hai-Qing Lin, Rubem Mondaini

“…We also unveil the observation of minimal quantum speed limits in addition to more common maximal ones, i.e., the lowest rate of change of a unitarily evolved quantum state. …”
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Two-Agent Scheduling to Minimize the Maximum Cost with Position-Dependent Jobs by Long Wan

“…This paper investigates a single-machine two-agent scheduling problem to minimize the maximum costs with position-dependent jobs. …”
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Convex separable minimization problems with a linear constraint and bounded variables by Stefan M. Stefanov

“…Consider the minimization problem with a convex separable objective function over a feasible region defined by linear equality constraint(s)/linear inequality constraint of the form “greater than or equal to” and bounds on the variables. …”
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Some Aspects of Supersymmetric Field Theories with Minimal Length and Maximal Momentum by Kourosh Nozari, F. Moafi, F. Rezaee Balef

“…We present a deformed supersymmetric algebra in the presence of minimal length and maximal momentum.…”
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