DOUGLAS BAUER Professor Mathematical Sciences Department ...
DOUGLAS BAUER Professor Mathematical Sciences Department ...
DOUGLAS BAUER Professor Mathematical Sciences Department ...
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
17. D. Bauer, J. van den Heuvel and E. Schmeichel, Toughness and trianglefree<br />
graphs, J. Combinat. Theory - Ser.B, 65 no 2 (1995) 208 - 221.<br />
18. D. Bauer, H.J. Broersma and H.J. Veldman, On generalizing a theorem<br />
of Jung, Ars Combinatoria 40 (1995) 207 - 218.<br />
19. D. Bauer, H. J. Broersma, J. van den Heuvel and H. J. Veldman,<br />
Long cycles in graphs with prescribed toughness and minimum degree,<br />
Discrete Math, 141 (1995) 1-10.<br />
20. D. Bauer, E. Schmeichel and H. J. Veldman, Cycles in tough graphs<br />
- Updating the last four years. In Y. Alavi and A. Schwenk, editors,<br />
Graph Theory, Combinatorics , and Applications: Proceedings of the<br />
Seventh Quadrennial International Conference on the Theory and Applications<br />
of Graphs, Volume I , John Wiley and Sons (1995) 19-34.<br />
21. D. Bauer, T. Niessen and E. Schmeichel, Neighborhood Unions, Degree<br />
Sums, Toughness, and 2-Factors, Congr. Numer., 100 (1994) 47-57.<br />
22. D. Bauer, H. J. Broersma, J. van den Heuvel and H. J. Veldman, On<br />
Hamiltonian properties of 2-tough graphs, J. Graph Theory, 18 (1994)<br />
539-543.<br />
23. D. Bauer and E. Schmeichel, Toughness, minimum degree and the<br />
existence of 2-factors, J. Graph Theory, 18 (1994) 241 - 256.<br />
24. D. Bauer, A. Morgana and E. Schmeichel, On the complexity of recognizing<br />
tough graphs, Discrete Math., 124 (1994) 13 - 17.<br />
25. D. Bauer and E. Schmeichel, Toughness and the cycle structure of<br />
graphs, Ann. Discrete Math., 55 (1993) 145 - 152.<br />
26. D. Bauer, G. Chen and L. Lasser, A degree condition for hamiltonian<br />
cycles in t-tough graphs with t > 1. In V.R. Kulli, editor, Advances<br />
in Graph Theory, Vishwa International Publications (1991) 20 - 33.<br />
27. D. Bauer and E. Schmeichel, On a theorem of Häggkvist and Nicoghossian.<br />
In Y. Alavi, F.R.K. Chung, R.L. Graham and D. S. Hsu, editors,<br />
Graph Theory, Combinatorics, Algorithms, and Applications (1991)<br />
20 - 25.<br />
28. D. Bauer, G. Fan and H.J. Veldman, Hamiltonian properties of graphs<br />
with large neighborhood unions, Discrete Math., 96 (1991) 33 - 49.