My papers - Ron Gould (Papers still under construction, more later.)
101. New conditions for $k$-ordered hamiltonian graphs
[paper101 2004]
102. Locally semicomplete digraphs with a factor composed of k cycles
[paper102 2004]
103. Generalizing pancyclic and ordered graphs
[paper103 2004]
104. Toughness, degrees and 2-factors, with R.J. Faudree
[paper104 2004]
105. Pancyclicity in 3-connected graphs: forbidden pairs
[paper105 2004]
106. Linear forests and ordered cycles
[paper106 2004]
107. Variations of pancyclic graphs
[paper107 2004]
108. Forbidden triples implying hamiltonicity: for all graphs,
[paper108 2004]
109. Graph minors and linkages,
[paper109 2005]
110. A note on neighborhood unions and independent cycles
[paper110 2005]
111. Potential forbidden triples implying hamiltonicity: for
sufficiently large graphs
[paper111 2005]
112. A note on 2-factors with two components
[paper112 2005]
113. Minimial degree and (k,m)-pancyclic ordered graphs
[paper113 2005]
114. Distance between two k-sets and path-systems extendibility
[paper114 2006]
115. Constructive upper bounds for cycle saturated graphs
[paper115 2006]
116. A note cycles in 2-factors of line graphs
[paper116 2006]
117. On H-linked graphs
[paper117 2006]
118. Cycle extendability of hamiltonian interval graphs
[paper118 2006]
119. On Minimum degree implying a graph is H-linked
[paper119 2006]
120. A new sufficient condition for Hamiltonian graphs
[paper120 2006]
121. Minimum degree and the minimum size of K^t_2-saturated graphs
[paper121 2007]
122. Subdivision extendibility
[paper122 2007]
123. On the extremal number of edges in 2-factor hamiltonian graphs
[paper123 2007]
124. Graphic sequences with a realization containing a friendship graph
[paper124 2007]
125. The Chvatal-Erdos condition and 2-factors with a specified number
of components
[paper125 2007]
126. The structure and existence of 2-factors in iterated line graphs
[paper126 2007]
127. On H-Immersion
[paper127 2008]
128. Graphic sequences with a realization containing a complete multipartite subgraph
[paper128 2008]
129. Decompositions of complete multipartite graphs into 6-cycles using complete differences
[paper129 2008]
130. Saturation numbers of books
[paper130 2008]
131. Pancyclic graphs and linear forests
[paper131 2009]
132. Minimum degree and pan-k-linked graphs
[paper132 2009]
133. Disjoint hamiltonian cycles in bipartite graphs
[paper133 2009]
134. Using edge exchanges to prove the Erdos-Jacobson-Lehel conjecture
[paper134 2009]
135. tK_p-saturated graphs of minimum size
[paper135 2009]
136. A look at cycles containinig specified elements
[paper136 2009]
137. Saturation numbers for trees
[paper137 2009]
138. Critical graphs for subpancyclicity of 3-connected claw-free graphs
[paper138 2009]
139. Ramsey numbers in rainbow triangle free colorings
[paper139 2010]
140. Chvatal-Erdos type theorems
[paper140 2010]
141. An iterative approach to graph irregularity strength
[paper141 2010]
142. A note on the Song-Zhang Theorem for hamiltonian graphs
[paper142 2010]
143. Saturation numbers for Ramsey-minimal graphs
[paper143 2011]
144. Forbidden pairs for k-connected Hamiltonian graphs
[paper144 2012]
145. Distributing vertices on hamiltonian cycles
[paper145 2012]
146. Minimum degree and disjoint cycles in claw-free graphs
[paper146 2012]
147. Edge spectrum of K_4 - saturated graphs
[paper147 2012]
148. New Ore-type conditions for H-linked graph
[paper148 2012]
149. The edge spectrum of the saturation number for small paths
[paper149 2012]
150. Property P_d,m and efficient design of reliable networks
[paper150 2012]
151. On the non-(p-1)partite K_p-free Graphs
[paper151 2013]
152. Minimum degree and disjoint cycles in generalized claw-free graphs
[paper152 2013]
153. Independent cycles and chorded cycles in graphs
[paper153 2013]
154. Saturation numbers for nearly complete graphs
[paper154 2013]
155. A note on powers of cycles in generalized claw-free graphs
[paper155 2013]
156. Pancyclicity of 4-connected {claw, generalized bull}-free graphs
[paper156 2013]
157. Precise location of vertices on hamiltonian cycles
[paper157 2013]
158. Weak saturation numbers for sparse graphs
[paper158 2013]
159. Recent Advances on the Hamiltonian Problem: Survey III
[paper159 2014]
160. Multiply chorded cycles
[paper160 2014]
161. 3-Connected {K_{1,3}, P_9}-free graphs are Hamiltonian-connected
[paper161 2014]
162. Weak saturation numbers for multiple copies
[paper162 2014]
163. Disjoint chorded cycles of the same length
[paper163 2015]
164. On independent doubly chorded cycles
[paper164 2015]
165. Results and problems on saturation numbers for linear forests
[paper165 2015]
166. Chorded cycles
[paper166 2016]
167. Minimum degree and even cycle lengths
[paper167 2016]
168. Minimum degree and dominating paths
[paper168 2017]
169. A note on Extending Bondy's meta-conjecture
[paper169 2017]
170. Placing vertices at precise locations on a hamiltonian cycle
[paper170 2017]
171. Saturation spectrum of paths and stars,
[paper171 2017]
172. Forbidden subgraphs for chorded Pancyclicity
[paper172 2017]
173. On vertex disjoint cycles and degree sum conditions.
[paper173 2018]
174. On $K_t - e$ Saturated graphs.
[paper174 2018]
175. Cycles with a chord in dense graphs.
[paper175 2018]
176. Degree sum and vertex dominating paths.
[paper176 2018]
177. A generalization of a result of Catlin: 2-factors in line graphs.
[paper177 2018]
178. On a conjecture on spanning trees with few branch vertices.
[paper178 2019]
179. Gaps in the saturation spectrum of trees.
[paper179 2019]
180. Extending vertex and edge pancyclic graphs.
[paper180 2019]
181. Spanning bipartite graphs with high degree sum in graphs.
[paper181 2019]
182. On independent triples and vertex-disjoint chorded cycles in graphs,
[paper182 2020]
183. On vertex-disjoint chorded cycles and degree sum conditions
[paper183 2020]
184. On degree sums comditions and vertex-disjoint chorded cycles,
[paper184 2020]
185. Structure of sparse k-critical graphs
[paper185 2022]
186. Chorded k-pancyclic and weakly k-pancyclic graphs
[paper186 2022]
187. On fan saturated graphs
[paper187 2022]
188. Problems and results on chorded cycles: A Survey
[paper188 2022]