@article{pinzon-caicedo_2019, title={INDEPENDENCE OF ITERATED WHITEHEAD DOUBLES}, volume={147}, ISSN={["1088-6826"]}, DOI={10.1090/proc/14261}, abstractNote={A theorem of Furuta and Fintushel-Stern provides a criterion for a collection of Seifert fibred homology spheres to be independent in the homology cobordism group of oriented homology 3-spheres. In this article we use these results and some 4-dimensional constructions to produce infinite families of positive torus knots whose iterated Whitehead doubles are independent in the smooth concordance group.}, number={3}, journal={PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY}, author={Pinzon-Caicedo, Juanita}, year={2019}, month={Mar}, pages={1313–1324} }