
Dr Kuo-Ming Chao - Google Scholar
N Verba, KM Chao, A James, D Goldsmith, X Fei, SD Stan. Advanced Engineering Informatics 33, 243-257, 2017. 82: 2017: Managing the expectations of non‐traditional students: a process of negotiation. C Laing, KM Chao, A Robinson. Journal of …
Approximation and Exact Algorithms for Constructing Minimum
In this paper, we examine its computational complexity and approximability. When the distances satisfy the triangle inequality, we show that the minimum ultrametric tree problem can be approximated in polynomial time with error ratio 1.5 (1 + ⌈log n⌉), where n …
chao family (@chao_km) • Instagram photos and videos
chao family トイプードルの男の子、チャオとその家族のアルバムです🎞 2017.4.19 CHAO🐶🐾birthday / family👨👩👶
Decomposition of Km,n into short cycles - ScienceDirect
Feb 28, 1999 · In this paper, it is shown that G can be decomposed into p copies of C4, q copies of C6 and r copies of C8 for each triple p,q,r of nonnegative integers such that 4 p + 6 q + 8 r = | E (G)|, in the following two cases: 1. 2. (b) G = Km,n minus a 1-factor, if n is odd.
On the generalized constrained longest common subsequence …
Aug 27, 2009 · We propose new dynamic programming algorithms for solving the GC-LCS problems in O (mn ρ) time. We also consider the case where the number of constrained patterns is arbitrary. Aho AV, Hirschberg DS, Ullman JD (1976) Bounds on the complexity of the longest common subsequence problem. J ACM 23:1–12.
Chao (@chao_km_y_lakkh) • Instagram photos and videos
657 Followers, 123 Following, 301 Posts - Chao (@chao_km_y_lakkh) on Instagram: "好きなこと ️いろいろ"
Kun-Mao Chao - Google 學術搜尋 - Google Scholar
Optimal duration of anti-TB treatment in patients with diabetes: nine or six months? CY Tang, CL Lu, MDT Chang, YT Tsai, YJ Sun, KM Chao, JM Chang, ...
Shortest Longest-Path Graph Orientations | Computing and …
Dec 15, 2023 · We consider a graph orientation problem that can be viewed as a generalization of Minimum Graph Coloring.
Dynamic Programming | Springer Nature Experiments
Chao KM, Hardison RC, Miller W (1993) Constrained sequence alignment. Comput Appl Biosci 55 (3):503–524.
Cubic Augmentation of Planar Graphs | SpringerLink
In this paper we study the problem of augmenting a planar graph such that it becomes 3-regular and remains planar. We show that it is NP-hard to decide whether such an augmentation exists.