Research

Graph designs

DANGER Math

Oberwolfach problem

CNUC graphs

CNAS graphs

Villainy

Fibonacci-type identities

Women in STEM

Queer history of Cobb County

LGBT Families in the South

/shollid4/DRSSFG-talk.pdf

 

Papers:

13. Kelly Guest, Sarah Holliday, Peter Johnson , Dieter Rautenbach, Matthew Walsh Closed-neighborhood union-closed graphs The Australasian Journal of Combinatorics (2019) Under review

12. Hedetneimi, S.; Holliday, S.; Johnson P. Neighborhood representatives.

Congr. Numer (2018) Accepted

11. Anderson, Loren; DeVilbiss, Matthew; Holliday, Sarah; Johnson, Peter; Kite, Anna; Matzke, Ryan; McDonald, Jessica The edge Grundy numbers of some graphs. Int. J. Math. Comput. Sci. 12 (2017), no. 1, 13–26. 

10. Holliday, Sarah; Vandenbussche, Jennifer; Westlund, Erik E. Every graph G is Hall Δ(G)-extendible. Electron. J. Combin. 23 (2016), no. 4, Paper 4.19, 21 pp.

9. Holliday, Sarah; Vandenbussche, Jennifer; Westlund, Erik E. Completing partial proper colorings using Hall's condition. Electron. J. Combin. 22 (2015), no. 3, Paper 3.6, 16 pp. 

8. Hoffman, Dean G.; Holliday, Sarah H. Resolvably decomposing complete equipartite graphs minus a one-factor into cycles of uniform even length. Ars Combin. 110 (2013), 435–445

7. Holliday, Sarah H.; Komatsu, Takao On the sum of reciprocal generalized Fibonacci numbers.Integers 11 (2011), no. 4, 441–455

6. Holliday, Sarah; Krop, Elliot Sequences of matchings in path-type graphs. Congr. Numer. 210 (2011), 199–203

5. Clark, L. H.; Holliday, S.; McSorley, J. P.; Porter, T. D. Enumerating labelled graphs with certain neighborhood properties. Congr. Numer. 190 (2008), 193–206.

4. Clark, Sally A.; Holliday, John E.; Holliday, Sarah H.; Johnson, Peter D., Jr.; Trimm, Janet E.; Rubalcaba, Robert R.; Walsh, Matt Chromatic villainy in graphs. Congr. Numer. 182 (2006), 171–182. 

3. Holliday, John; Holliday, Sarah; Johnson, Peter On the Shields-Harary numbers of trees.  Congr. Numer. 177 (2005), 141–145. 

2. Blinco, Andrew; Holliday, J. E.; Holliday, S. H. On the constant-weight Shields-Harary numbers of Cayley graphs. Congr. Numer. 159 (2002), 151–158. 

1. Holliday, S. H.; Johnson, P. D., Jr. On the constant-weight Shields-Harary numbers of a tree. Congr. Numer. 153 (2001), 187–191. 

 

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