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[n]	W. H?Âfle, “Progress in Transverse Feedbacks and Related Diagnostics for Hadron Machines”, in Proc. IPAC'13, Shanghai, China, May 2013, paper FRXCA01, pp. 3990-3994. 

[n]	I. V. Sideris, “Characterization of the Chaotic or Regular Nature of Dynamical Orbits: A New, Fast Method”, in Proc. PAC'05, Knoxville, TN, USA, May 2005, paper MPPE036, pp. 2449-2451. 

For LaTeX

%\cite{H?Âfle:IPAC13-FRXCA01} \bibitem{H?Âfle:IPAC13-FRXCA01} W. H?Âfle, \textquotedblleft{Progress in Transverse Feedbacks and Related Diagnostics for Hadron Machines}\textquotedblright, in \emph{Proc. IPAC’13}, Shanghai, China, May 2013, paper FRXCA01, pp. 3990--3994. %\cite{Sideris:PAC05-MPPE036} \bibitem{Sideris:PAC05-MPPE036} I. V. Sideris, \textquotedblleft{Characterization of the Chaotic or Regular Nature of Dynamical Orbits: A New, Fast Method}\textquotedblright, in \emph{Proc. PAC’05}, Knoxville, TN, USA, May 2005, paper MPPE036, pp. 2449--2451.

For BibTeX

@inproceedings{h?âfle:ipac13-frxca01, author = {W. H?Âfle}, title = {{Progress in Transverse Feedbacks and Related Diagnostics for Hadron Machines}}, booktitle = {Proc. IPAC'13}, pages = {3990--3994}, paper = {FRXCA01}, venue = {Shanghai, China, May 2013}, publisher = {JACoW Publishing, Geneva, Switzerland}, url = {https://jacow.org/IPAC2013/papers/FRXCA01.pdf}, language = {english} } @inproceedings{sideris:pac05-mppe036, author = {I. V. Sideris}, title = {{Characterization of the Chaotic or Regular Nature of Dynamical Orbits: A New, Fast Method}}, booktitle = {Proc. PAC'05}, pages = {2449--2451}, paper = {MPPE036}, venue = {Knoxville, TN, USA, May 2005}, series = {Particle Accelerator Conference}, number = {21}, publisher = {JACoW Publishing, Geneva, Switzerland}, url = {https://jacow.org/p05/papers/MPPE036.pdf}, language = {english} }

References

• W. H?Âfle, “Progress in Transverse Feedbacks and Related Diagnostics for Hadron Machines”, in Proc. 4th Int. Particle Accelerator Conf. (IPAC'13), Shanghai, China, May 2013, paper FRXCA01, pp. 3990-3994.
• I. V. Sideris, “Characterization of the Chaotic or Regular Nature of Dynamical Orbits: A New, Fast Method”, in Proc. 21st Particle Accelerator Conf. (PAC'05), Knoxville, TN, USA, May 2005, paper MPPE036, pp. 2449-2451.