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ORCIDDiscrete Applied Mathematics, Volume 262
Volume 262, June 2019
- Yindong Chen, Fei Guo, Jie Ruan:
Constructing odd-variable RSBFs with optimal algebraic immunity, good nonlinearity and good behavior against fast algebraic attacks. 1-12 - Hui Zhang, Sihong Su
:
A new construction of rotation symmetric Boolean functions with optimal algebraic immunity and higher nonlinearity. 13-28
- Debra L. Boutin, Victoria Horan Goliber, Mikko Pelto:
Identifying codes on directed de Bruijn graphs. 29-41 - Yair Caro, Randy Davila, Ryan Pepper:
Extremal k-forcing sets in oriented graphs. 42-55 - Dongqin Cheng:
Hamiltonian paths and cycles pass through prescribed edges in the balanced hypercubes. 56-71 - Charles A. Cusack, Aaron Green, Airat Bekmetjev, Mark Powers:
Graph pebbling algorithms and Lemke graphs. 72-82 - Luciano N. Grippo:
Characterizing interval graphs which are probe unit interval graphs. 83-95 - Xiaomin Hu, Weihua Yang, Yingzhi Tian, Jixiang Meng:
Equal relation between g-good-neighbor diagnosability under the PMC model and g-good-neighbor diagnosability under the MM∗ model of a graph. 96-103 - Jia Huang:
Domination ratio of integer distance digraphs. 104-115 - Clemens Jeger, Ahad N. Zehmakan:
Dynamic monopolies in two-way bootstrap percolation. 116-126 - Dongdong Jia, Gengsheng Zhang:
Some optimal combinatorial batch codes with k=5. 127-137 - Mohan Chris Monica, Samivel Santhakumar:
Partition dimension of rooted product graphs. 138-147 - Pierre-Louis Poirion:
Optimal constraints aggregation method for ILP. 148-157 - Gregory J. Puleo, Douglas B. West:
Online sum-paintability: Slow-coloring of trees. 158-168 - Samuel Wilson:
Power domination on permutation graphs. 169-178
- Toru Araki, Ryo Yamanaka:
Secure domination in cographs. 179-184 - Guillaume Ducoffe, Arne Leitert:
Equivalence between pathbreadth and strong pathbreadth. 185-188 - Maximilian Fürst, Michael A. Henning, Dieter Rautenbach:
Uniquely restricted matchings in subcubic graphs. 189-194 - Esther Galby, María Pía Mazzoleni, Bernard Ries:
Proper circular arc graphs as intersection graphs of pathson a grid. 195-202
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