Massimo Regoli

Fonte dei dati: Archivio della Ricerca
  1. Accardi, L., Regoli, M., Jimbo, K., & Iriyama, S. (2019). A New Class of Strongly Asymmetric PKA Algorithms: SAA-5. CRYPTOGRAPHY. Dettagli
  2. Lamedica, R., Geri, A., Gatta, F.M., Maccioni, M., Lauria, S., Prudenzi, A., et al. (2016). An optimization procedure to evaluate the service performances in high-speed railway lines under fault conditions. INTERNATIONAL REVIEW ON MODELLING AND SIMULATIONS, 9(4), 288-294. Dettagli
  3. Accardi, L., & Regoli, M. (2015). On a class of strongly asymmetric PKA algorithms. JOURNAL OF MATHEMATICAL CRYPTOLOGY, 9(3), 151-159. Dettagli
  4. Prudenzi, A., Silvestri, A., Lucci, G., & Regoli, M. (2011). Analysis of residential standby power demand control through a psychological model of demand. Paper presented at International conference on environment and electrical engineering (EEEIC), Roma. Dettagli
  5. Accardi, L., Regoli, M., & Ohya, M. (2011). The QP-DYN algorithms. In Quantum Bio-Informatics IV: Tokyo - Giappone, 10-13 Marzo 2010 (pp.1-16). World Scientific Publishing Company. Dettagli
  6. Regoli, M. (2011). From cyptography to biology and vice versa. OPEN SYSTEMS & INFORMATION DYNAMICS, 18(01), 87-105. Dettagli
  7. Accardi, L., Ohya, M., Iriyama, S., & Regoli, M. (2011). Strongly asymmetric PKD cryptographic algorithms: an implementation using the matrix model. In Technical committee on information security. Shizuoka. Dettagli
  8. Prudenzi, A., Silvestri, A., Lamedica, R., Falvo, M., Grasselli, U., & Regoli, M. (2011). Standby power end users and their demand management impact on household's load shape. In Power and Energy Society General Meeting, 2011 IEEE (pp.1-6). IEEE. Dettagli
  9. Regoli, M. (2011). Use of Cryptographic Ideas to Interpret Biological Phenomena (and Vice Versa). In Quantum Bio-Informatics IV (pp.291-309). Singapore : World Scientific Publishing. Dettagli
  10. Ottaviani, V., Zanoni, A., & Regoli, M. (2010). Conjugation as public key agreement protocol in mobile cryptography. In SECRYPT 2010: proceedings of the International conference on security and cryptography, Athens, Greece, July 26-28, 2010 / edited by Sokratis K. Katsikas, Pierangela Samarati (pp.411-416). Dettagli
  11. Regoli, M. (2010). Pre-mRNA introns as a model for cryptographic algorithm: theory and experiment. In Quantum bio-informatics 3.: from quantum information to bio-informatics: Tokyo University of Science, Japan, 11 – 14 March 2009 / edited by Luigi Accardi ... [et al.] (pp.305-315). Singapore : World Scientific Publishing. Dettagli
  12. Regoli, M. (2009). A simple symmetric algorithm using a likeness with introns behavior in RNA sequences. In Quantum bio-informatics II: from quantum information to bio-informatics (pp.173-183). Singapore : World scientific publ.. Dettagli
  13. Accardi, L., Imafuku, K., & Regoli, M. (2003). An introduction to the EPR-Chameleon experiment. In Fundamental Aspects of Quantum Physics (pp.306-321). Singapore : World Scientific Publishing Company. Dettagli
  14. Accardi, L., Imafuku, K., & Regoli, M. (2003). Note on the EPR-Chameleon experiment. The Physics of Communication. Dettagli
  15. Accardi, L., & Regoli, M. (2002). Non-Locality and Quantum Theory: New Experimental Evidence. In P. Tombesi, & O. Hirota (a cura di), Quantum Communication, Computing, and Measurement 3 (pp. 313-323). Springer. Dettagli
  16. Accardi, L., & Regoli, M. (2002). Quantum probability and the non-locality issue in quantum theory. In E. Kapuscik, & A. Horzela (a cura di), Proceedings of the 2nd international symposium on quantum theory and symmetries: Krakow, 18-21 2001 (pp. 206-211). Worldscientific. Dettagli
  17. Accardi, L., Imafuku, K., & Regoli, M. (2002). Adaptive dynamical systems and the EPR-chameleon experiment. Paper presented at Proc. Conf. "Foundations of Probability and Physics-2", Vaxjo, June 2-7 (2002). Dettagli
  18. Accardi, L., Imafuku, K., & Regoli, M. (2002). On the EPR-chameleon experiment. INFINITE DIMENSIONAL ANALYSIS QUANTUM PROBABILITY AND RELATED TOPICS, 5(1), 1-20. Dettagli
  19. Accardi Luigi, R.M. (2001). Locality and Bell's inequality. QP-PQ XIII, Foundations of Probability and Physics. Dettagli
  20. Accardi, L., & Regoli, M. (2000). Experimental violation of Bell's inequality by local classical variables. In M. Tokuyama, & H. Stanley (a cura di), Statistical physics (pp. 645-648). American Institute of Physics. Dettagli
  21. Accardi, L., Galati, G., Koroliuk, D., Pacini, F., & Regoli, M. (1994). Un modello statistico di formazione delle gocce di pioggia. ALTA FREQUENZA - RIVISTA DI ELETTRONICA, 6, 78-104. Dettagli