Vertex-Edge Degree Based Indices of Honey Comb Derived Network

Chemical graph theory is a branch of mathematics which combines graph theory and chemistry. Chemical reaction network theory is a territory of applied mathematics that endeavors to display the conduct of genuine compound frameworks. It pulled the research community due to its applications in theoretical and organic chemistry since 1960. Additionally, it also increases the interest the mathematicians due to the interesting mathematical structures and problems are involved. The structure of an interconnection network can be represented by a graph. In the network, vertices represent the processor nodes and edges represent the links between the processor nodes. Graph invariants play a vital feature in graph theory and distinguish the structural properties of graphs and networks. In this paper, we determined the newly introduced topological indices namely, first -degree Zagreb index, first -degree Zagreb index, second -degree Zagreb index, -degree Randic index, -degree atom-bond connectivity index, -degree geometric-arithmetic index, -degree harmonic index and -degree sum-connectivity index for honey comb derived network. In the analysis of the quantitative structure property relationships (QSPRs) and the quantitative structureactivity relationships (QSARs), graph invariants are important tools to approximate and predicate the properties of the biological and chemical compounds. Also, we give the numerical and graphical representation of our outcomes.     

Automated delineation of non-small cell lung cancer: A step toward quantitative reasoning in medical decision science

Quantitative reasoning in medical decision science relies on the delineation of pathological objects. For example, evidence-based clinical decisions regarding lung diseases require the segmentation of nodules, tumors, or cancers. Non-small cell lung cancer (NSCLC) tends to be large sized, irregularly shaped, and grows against surrounding structures imposing challenges in the segmentation, even for expert clinicians. An automated delineation tool based on spatial analysis was developed and studied on 25 sets of computed tomography scans of NSCLC. Manual and automated delineations were compared, and the proposed method exhibited robustness in terms of the tumor size (5.32–18.24 mm), shape (spherical or irregular), contouring (lobulated, spiculated, or cavitated), localization (solitary, pleural, mediastinal, endobronchial, or tagging), and laterality (left or right lobe) with accuracy between 80% and 99%. Small discrepancies observed between the manual and automated delineations may arise from the variability in the practitioners' definitions of region of interest or imaging artifacts that reduced the tissue resolution.     

基于关键拓扑变动项辨识的调度操作潮流校核方法

为解决传统调度操作潮流校核中的有效性问题，定义了一种面向调度操作的关键拓扑变动概念，提出并实现了基于关键拓扑变动辨识的调度操作潮流校核方法。首先，剖析了调度操作安全校核的实施目的，围绕其运行断面潮流校验的校核目的，定义了面向调度操作的关键拓扑变动概念，并基于网络拓扑连接关系设计了其辨识方法。在此基础上，提出了基于关键拓扑变动项辨识的调度操作潮流校核方法，明确了其实施流程和要点。最后基于当前电网调度自动化系统实际，构建了其实施框架，并介绍了其在某电网的实施效益。     

基于拓扑单向波导的电磁诱导透明效应研究

为了研究电磁诱导透明效应在拓扑单向波导中的表现，设计了一种基于磁性光子晶体的耦合谐振腔波导。通过对谐振腔位置的调控实现了具有单向性质的电磁诱导透明效应，并利用有限时域差分仿真证明了电磁诱导透明效应在单向拓扑波导中的相关特性。该研究可为拓扑波导中实现光延迟、光开关等提供参考。     

A short guide to topological terms in the effective theories of condensed matter

This article is meant as a gentle introduction to the topological terms that often play a decisive role in effective theories describing topological quantum effects in condensed matter systems. We first take up several prominent examples, mainly from the area of quantum magnetism and superfluids/superconductors. We then briefly discuss how these ideas are now finding incarnations in the studies of symmetry-protected topological phases, which are in a sense a generalization of the concept of topological insulators to a wider range of materials, including magnets and cold atoms.     

动态调湿控温立体针织物拓扑优化设计

为研发具有优良动态调湿控温性能的立体针织物,采用双股70 dtex(72 f)的DRYARN^®纱线与30 dtex DRYARN^®纱线包覆30 dtex氨纶长丝为原料,提出了立体针织物拓扑优化设计方法。通过优化设计各控温单元的排列方式,使控温单元按V字、Y字等斜向错位排列,然后采用单面提花工艺对织物进行局部拉伸与压褶以形成褶皱片状结构。结果表明:当人体流汗时,褶皱片状结构里层吸收汗滴并转移至面层以快速蒸发,当人体感到寒冷时,内部空气通道储藏静止空气有效控温;所制备织物的保温率均大于54%,具有出色的控温性能,整体液态水分传递能力达到3级以上,液态水动态传递性能良好,同时保持优良的拉伸回复性能,为冬季运动保暖内衣用立体针织物的研发提供了新思路。     

面向多表数据连接投影和连接顺序的优化方法

多表连接运算是大数据处理中常见的运算。类似于数据库运算中常见的连接操作,多表连接运算的顺序会对计算资源和传输资源的消耗产生巨大影响。对多表连接顺序的优化是一个经典的优化问题,同时每次连接中表的投影结果大小也会影响节点间传输的数据体积,因此整体连接的顺序和每次连接的投影关系都会对连接效率产生显著的影响,而在传统的优化策略中,往往不会考虑到中间投影关系的取舍问题,以及基于中间投影关系而对最优连接策略产生的影响。针对这个问题,建立了一种连接关系索引,能够在构建优化连接策略中调整每次连接的投影关系,及时删除冗余列,减少对传输资源的消耗,同时基于投影关系的优化调整连接顺序的优化策略,从全局考量上尽可能地同时减少对传输资源和计算资源的消耗。该优化策略在Flink系统实现后进行了实验,结果表明有显著的优化效果。     

混凝土阻抗谱的拓扑结构

将常见的各种混凝土试样的交流阻抗响应曲线按拓扑学进行了分类；对常见的双过程曲线的等效电路和时间常数进行了详细讨论。     

三维地层信息系统与有限元方法集成研究

通过分析三维地层信息系统中的地层可视化网格和地下工程中有限元网格划分的主要原则及方法，阐明了三维地层信息系统中可视化网格不能直接用来作有限元分析的原因。提出了适于三维可视化和有限元分析的L-W拓扑模型。利用FORTRAN和Viusal C 混合编程的方法使两者集成于一个统一的系统中，并给出了一个应用实例。