ISO-690 (author-date, English)

NI, Kai, KOLTCHINSKII, Vladimir, HUO, Xiaoming, LOUNICI, Karim, MEI, Yajun, PENG, Liang und MATHEMATICS, 2013. The asymptotic rate of the length of the longest significant chain with good continuation in Bernoulli net and its applications in filamentary detection. Georgia Institute of Technology.

Elsevier - Harvard (with titles)

Ni, K., Koltchinskii, V., Huo, X., Lounici, K., Mei, Y., Peng, L., Mathematics, 2013. The asymptotic rate of the length of the longest significant chain with good continuation in Bernoulli net and its applications in filamentary detection. Georgia Institute of Technology.

American Psychological Association 7th edition

Ni, K., Koltchinskii, V., Huo, X., Lounici, K., Mei, Y., Peng, L., & Mathematics. (2013). The asymptotic rate of the length of the longest significant chain with good continuation in Bernoulli net and its applications in filamentary detection. Georgia Institute of Technology.

Springer - Basic (author-date)

Ni K, Koltchinskii V, Huo X, Lounici K, Mei Y, Peng L, Mathematics (2013) The asymptotic rate of the length of the longest significant chain with good continuation in Bernoulli net and its applications in filamentary detection. Georgia Institute of Technology

Juristische Zitierweise (Stüber) (Deutsch)

Ni, Kai/ Koltchinskii, Vladimir/ Huo, Xiaoming/ Lounici, Karim/ Mei, Yajun/ Peng, Liang/ Mathematics, The asymptotic rate of the length of the longest significant chain with good continuation in Bernoulli net and its applications in filamentary detection, 2013.

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