Research On Supply And Demand Of Container Port Handling Capacity—Taking Yangshan Harbor Area Of Shanghai Port As An Example,
2021
World Maritime University
Research On Supply And Demand Of Container Port Handling Capacity—Taking Yangshan Harbor Area Of Shanghai Port As An Example, Liangxi Chen
World Maritime University Dissertations
No abstract provided.
Research On Port Call Processes To Enable Just-In-Time Arrival Based On Container Shipping Case Study In The Port Of Shanghai,
2021
World Maritime University
Research On Port Call Processes To Enable Just-In-Time Arrival Based On Container Shipping Case Study In The Port Of Shanghai, Yang Chen
World Maritime University Dissertations
No abstract provided.
The Effect Of New Western Land-Sea Corridor On Ports In East China (A Case Study Of Shanghai Port),
2021
World Maritime University
The Effect Of New Western Land-Sea Corridor On Ports In East China (A Case Study Of Shanghai Port), Yixin Liu
World Maritime University Dissertations
No abstract provided.
Research On Optimization Of A Company's Agricultural Products Cold Chain Logistics System,
2021
World Maritime University
Research On Optimization Of A Company's Agricultural Products Cold Chain Logistics System, Shizhe Qiao
World Maritime University Dissertations
No abstract provided.
Research On Responses Of Container Ports To Global Pandemic,
2021
World Maritime University
Research On Responses Of Container Ports To Global Pandemic, Yirui Qiao
World Maritime University Dissertations
No abstract provided.
Analysis On The Fluctuation Of China's Imported Iron Ore Freight Rate In Recent,
2021
World Maritime University
Analysis On The Fluctuation Of China's Imported Iron Ore Freight Rate In Recent, Yizheng Shen
World Maritime University Dissertations
No abstract provided.
Digitalization In The Port Industry From The Perspectives Of Bibliometric Analysis,
2021
World Maritime University
Digitalization In The Port Industry From The Perspectives Of Bibliometric Analysis, Xuyuan Sun
World Maritime University Dissertations
No abstract provided.
Comparison Of Port Climate Change Adaptation Strategy And Climate Change Mitigation Strategy Based On The Case Study Of Shanghai Port,
2021
World Maritime University
Comparison Of Port Climate Change Adaptation Strategy And Climate Change Mitigation Strategy Based On The Case Study Of Shanghai Port, Jingjie Xia
World Maritime University Dissertations
No abstract provided.
Analysis Of The Influence Of Beibu Gulf Port Development On Regional Economy,
2021
World Maritime University
Analysis Of The Influence Of Beibu Gulf Port Development On Regional Economy, Hanyue Zhang
World Maritime University Dissertations
No abstract provided.
Reaserch On Optimal Timing Of Vessel Investment The Introduction Of Ccdg Method,
2021
World Maritime University
Reaserch On Optimal Timing Of Vessel Investment The Introduction Of Ccdg Method, Qianfang Zhang
World Maritime University Dissertations
No abstract provided.
Cap-And-Trade Or Subsidy? Governments’ Policy Selection On Emission Reduction For Maritime Industry,
2021
World Maritime University
Cap-And-Trade Or Subsidy? Governments’ Policy Selection On Emission Reduction For Maritime Industry, Wen Zhang
World Maritime University Dissertations
No abstract provided.
The Management System Of Novcc In China And Its Improvement,
2021
World Maritime University
The Management System Of Novcc In China And Its Improvement, Zixuan Zhang
World Maritime University Dissertations
No abstract provided.
Study On Amalgamation Of The Logistics Industry And Manufacturing Industry — Shanghai’S Case Study,
2021
World Maritime University
Study On Amalgamation Of The Logistics Industry And Manufacturing Industry — Shanghai’S Case Study, Haole Zheng
World Maritime University Dissertations
No abstract provided.
Analysis Of Covid-19'S Influence On International Logistics Enterprises And Its Countermeasures A Case Study Of Dgf,
2021
World Maritime University
Analysis Of Covid-19'S Influence On International Logistics Enterprises And Its Countermeasures A Case Study Of Dgf, Zhoutao Ruan
World Maritime University Dissertations
No abstract provided.
Upper Bounds For Inverse Domination In Graphs,
2021
Clayton State University
Upper Bounds For Inverse Domination In Graphs, Elliot Krop, Jessica Mcdonald, Gregory J. Puleo
Theory & Applications of Graphs
In any graph G, the domination number \gamma(G) is at most the independence number \alpha(G). The Inverse Domination Conjecture says that, in any isolate-free G, there exists pair of vertex-disjoint dominating sets D, D' with |D|=\gamma(G) and |D'| \leq \alpha(G). Here we prove that this statement is true if the upper bound \alpha(G) is replaced by \frac{3}{2}\alpha(G) – 1 (and G is not a clique). We also prove that the conjecture holds whenever \gamma(G)\leq 5 or |V(G)|\leq 16.
Skolem Number Of Cycles And Grid Graphs,
2021
Southern Connecticut State University
Skolem Number Of Cycles And Grid Graphs, Braxton Carrigan, John Asplund
Theory & Applications of Graphs
A Skolem sequence can be thought of as a labelled path where two vertices with the same label are that distance apart. This concept has naturally been generalized to labellings of other graphs, but always using at most two of any integer label. Given that more than two vertices can be mutually distance d apart, we define a new generalization of a Skolem sequences on graphs that we call proper Skolem labellings. This brings rise to the question; ``what is the smallest set of consecutive positive integers we can use to proper Skolem label a graph?'' This will be known …
Ergodicity Of Burgers' System,
2021
Jagiellonian University, Lojasiewicza 6, 30-348 Kraków, Poland
Ergodicity Of Burgers' System, Szymon Peszat, Krystyna Twardowska, Jerzy Zabczyk
Journal of Stochastic Analysis
No abstract provided.
Two Of Kunita's Papers On Stochastic Flows In Early 1980s,
2021
Kyushu University, Fukuoka 819-0395, Japan
Two Of Kunita's Papers On Stochastic Flows In Early 1980s, Setsuo Taniguchi
Journal of Stochastic Analysis
No abstract provided.
Rigid Connections On The Projective Line With Elliptic Toral Singularities,
2021
Louisiana State University and Agricultural and Mechanical College
Rigid Connections On The Projective Line With Elliptic Toral Singularities, Alisina Azhang
LSU Doctoral Dissertations
We generalize two studies of rigid $G$-connections on $\pp$ which have an irregular singularity at origin and a regular singularity at infinity with unipotent monodromy: one is the work of Kamgarpour-Sage which classifies rigid homogeneous Coxeter $G$-connections with slope $\frac{r}{h}$, where $h$ is the Coxeter number of $G$, and the other is the work of Chen, which proves the existence of rigid homogeneous elliptic regular $G$-connections with slope $\frac{1}{m}$, where $m$ is an elliptic number for $G$. In our work, similar to Chen, we look for rigid homogeneous elliptic regular $G$-connections, but we allow the slope to have a numerator …
Conjunctive Join-Semilattices,
2021
Louisiana State University at Baton Rouge
Conjunctive Join-Semilattices, Charles N. Delzell, Oghenetega Ighedo, James J. Madden
Mathematics, Physics, and Computer Science Faculty Articles and Research
A join-semilattice L with top is said to be conjunctive if every principal ideal is an intersection of maximal ideals. (This is equivalent to a first-order condition in the language of semilattices.) In this paper, we explore the consequences of the conjunctivity hypothesis for L, and we define and study a related property, called “ideal conjunctivity,” which is applicable to join-semilattices without top. Results include the following: (a) Every conjunctive join-semilattice is isomorphic to a join-closed subbase for a compact T1-topology on max L, the set of maximal ideals of L, and under weak hypotheses …
