A. Novak

According to our database, A. Novak authored at least 4 papers between 2006 and 2025.

Collaborative distances:

• Dijkstra number of four.
• Erdős number of four.

2025

Analysis Facilities for the HL-LHC White Paper.

Diego Ciangottini, Alessandra Forti, Lukas Heinrich, Nicola Skidmore, C. Alpigiani, M. Aly, D. Benjamin, B. Bockelman, L. Bryant, J. Catmore, M. D'Alfonso, Antonio Delgado Peris, Caterina Doglioni, G. Duckeck, Peter Elmer, Jonas Eschle, Matthew Feickert, J. Frost, Robert W. Gardner, Vincent Garonne, M. Giffels, J. Gooding, E. Gramstad, Lindsey Gray, Benedikt Hegner, A. Held, José M. Hernández, Burt Holzman, F. Hu, Brij Kishor Jashal, D. Kondratyev, Evangelos Kourlitis, Luke Kreczko, I. Krommydas, T. Kuhr, E. Lancon, Clemens Lange, David Lange, J. Lange, P. Lenzi, Tomas Lindén, Verena Ingrid Martinez Outschoorn, Shawn McKee, J. F. Molina, Mark S. Neubauer, A. Novak, Ianna Osborne, Farid Ould-Saada, Adela Pagès-Bernaus, Kevin Pedro, Antonio Perez-Calero Yzquierdo, S. Piperov, James Pivarski, Eduardo Rodrigues, N. Sahoo, Andrea Sciabà, M. Schulz, L. Sexton-Kennedy, Oksana Shadura, Tibor Simko, Nicholas Smith, Daniele Spiga, Giordon Stark, Graeme A. Stewart, Ilija Vukotic, Gordon Watts

Comput. Softw. Big Sci., December, 2025

2009

Determining an adequate probe separation for estimating the arrival rate in an M/D/1 queue using single-packet probing.

A. Novak, R. Watson

Queueing Syst. Theory Appl., 2009

2008

Corrigendum to "The distribution of the number of arrivals in a subinterval of a busy period of a single server queue".

A. Novak, Peter G. Taylor, Darryl Veitch

Queueing Syst. Theory Appl., 2008

2006

The distribution of the number of arrivals in a subinterval of a busy period of a single server queue.

A. Novak, Peter G. Taylor, Darryl Veitch

Queueing Syst. Theory Appl., 2006