Articles dans des revues sans comité de lecture (47)
22.
Casanova, H., Iacono, J., Karsin, B., Sitchinava, N., & Weichert, V. (2017). An Efficient Multiway Mergesort for GPU Architectures. arXiv.org.
23.
Iacono, J., Khramtcova, E., & Langerman, S. (2017). Searching edges in the overlap of two plane graphs. arXiv.org.
24.
Iacono, J., & Yagnatinsky, M. (2016). A Linear Potential Function for Pairing Heaps. arXiv.org.
25.
Allen, S. S., Barba Flores, L., Iacono, J., & Langerman, S. (2016). Randomized incremental construction for the hausdorff voronoi diagram revisited and extended. arXiv.org.
26.
Barba Flores, L., Cardinal, J., Iacono, J., Langerman, S., Ooms, A., & Solomon, N. (2016). Subquadratic Algorithms for Algebraic Generalizations of 3SUM. arXiv.org.
27.
Iacono, J., & Özkan, Ö. (2014). A Tight Lower Bound for Decrease-Key in the Pure Heap Mode. arXiv.org.
28.
Davoodi, P., Fineman, J. J., & Iacono, J. (2014). Cache-Oblivious Persistence. arXiv.org. doi:http://arxiv.org/abs/1402.5492
29.
Howat, J., Iacono, J., & Morin, P. (2013). The Fresh-Finger Property. arXiv.org.
30.
Bose, P., Douieb, K., Iacono, J., & Langerman, S. (2013). The Power and Limitations of Static Binary Search Trees with Lazy Finger. arXiv.org.
31.
Demaine, E. D., Iacono, J., Langerman, S., & Özkan, Ö. (2013). Combining Binary Search Trees. arXiv.org.
32.
Iacono, J. (2013). Why some heaps support constant-amortized-time decrease-key operations, and others do not. arXiv.org.
33.
Aloupis, G., Iacono, J., Langerman, S., & Özkan, Ö. (2013). The Complexity of Order Type Isomorphism. arXiv.org.