@InProceedings{ GI2015,
	author = "Ioana Alexandrina Livadariu and Simone Ferlin and Özgü Alay and Thomas Dreibholz and Amogh Dhamdhere and Ahmed Mustafa Elmokashfi",
	title = "{Leveraging the IPv4/IPv6 Identity Duality by using Multi-Path Transport}",
	booktitle = "{Proceedings of the 18th IEEE Global Internet Symposium~(GI) at the 34th IEEE Conference on Computer Communications~(INFOCOM)}",
	pages = "312--317",
	numpages = "6",
	day = "27",
	month = apr,
	year = "2015",
	address = "Hong Kong/People's Republic of China",
	language = "english",
	isbn = "978-1-4673-7131-5",
	doi = "10.1109/INFCOMW.2015.7179403",
	keywords = "Identity Duality, IPv4, IPv6, Internet Paths, Routing",
	abstract = "{With the 20th anniversary of IPv6 nearing quickly, a growing number of Internet service providers~(ISPs) now offer their customers both IPv6 and IPv4 connectivity. This makes multi-homing with IPv4 and IPv6 increasingly common even with just a single ISP connection. Furthermore, the growing popularity of multi-path transport, especially Multi-Path TCP~(MPTCP) that is the extension of the well-known Transmission Control Protocol~(TCP), leads to the question of whether this identity duality can be utilized for improving application performance in addition to providing resilience. In this paper, we first investigate the AS-level congruency of IPv4 and IPv6 paths in the Internet. We find that more than 60\% of the current IPv4 and IPv6 AS-paths are non-congruent at the AS-level, which motivates us to explore how MPTCP can utilize the IPv4/IPv6 identity duality to improve data transfer performance. Our results show that MPTCP, even with a single dual-stack Internet connection, can significantly improve the end-to-end performance when the underlying paths are non-congruent. The extent of the improvement can reach up to the aggregate of the IPv4 and IPv6 bandwidth.}",
	url = "https://web-backend.simula.no/sites/default/files/publications/files/gis2015_0.pdf",
	url.size = "334367",
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	url.mime = "application/pdf",
	url.pagesize = "595.276 x 841.89 pts (A4)",
	url.checked = "2024-06-30 11:28:05 CEST",
	note = "{ISBN} 978-1-4673-7131-5"
}