Herzel, K. Schmalz, Y. Sun, S. Glisic, K. Tittelbach-Helmrich Proc. IEEE 802.15 Meeting, Document Number: IEEE 802.15-06/0320r0 (2006) Protocol Integration of 60 GHz PHY E. Grass, K. Tittelbach-Helmrich [...] Busses and Aircraft" Scenario M. Peter, W. Keusgen, E. Grass Proc. IEEE 802.15 Meeting, Document Number: IEEE 802.15-06/0476r0 (2006) How Public Key Cryptography Influences Wireless Sensor Node Lifetime
/fg-systeme/publikationen/archiv/2006

Systems (ITSC 2014), 2214 (2014) Reconfigurable Low-Power Architecture for Fault-Tolerant Pseudorandom Number Generation N. Savic, M. Stojcev, T. Nikolic, V. Petrovic, G. Jovanovic Journal of Circuits, Systems
/fg-systeme/publikationen/archiv/2014

Non-Volatile Memory Technology Symposium (NVMTS 2012), (2012) ImRNG: A Lightweight Pseudorandom Number Generator for Wireless Sensor Networks A. Sojka, K. Piotrowski Proc. International Conference on [...] (NVMTS 2012), Singapore, October 31 - November 02, 2012, Singapore ImRNG: A Lightweight Pseudorandom Number Generator for Wireless Sensor Networks A. Sojka, K. Piotrowski International Conference on Security
/fg-systeme/publikationen/archiv/2012

International Spacewire Conference 2013, (2013) Fault-Tolerant Reconfigurable Low-Power Pseudorandom Number Generator V. Petrovic, Z. Stamenkovic, M. Stojcev, T. Nikolic, G. Jovanovic Proc. 16th IEEE International [...] 2013, Gothenburg, June 10 - 14, 2013, Sweden Fault-Tolerant Reconfigurable Low-Power Pseudorandom Number Generator V. Petrovic, Z. Stamenkovic, M. Stojcev, T. Nikolic, G. Jovanovic 16th IEEE International
/fg-systeme/publikationen/archiv/2013

Important information concerning registration: The module will have a restriction concerning the number of participants. You therefore have to register online for the module in the period 25 March 2024
/fg-theoretische-informatik/lehre/semesteruebersicht/sommersemester-2024/neural-networks-and-learning-theory

concepts such as groups, rings, and (finite) fields, vector spaces, basic number theoretic statements and algorithms such as prime number decomposition, the (extended) Euclidean algorithm, the Chinese Remainder
/fg-theoretische-informatik/lehre/semesteruebersicht/sommersemester-2021/cryptography

concepts such as groups, rings, and (finite) fields, vector spaces, basic number theoretic statements and algorithms such as prime number decomposition, the (extended) Euclidean algorithm, the Chinese Remainder
/fg-theoretische-informatik/lehre/module/cryptography

concepts such as groups, rings, and (finite) fields, vector spaces, basic number theoretic statements and algorithms such as prime number decomposition, the (extended) Euclidean algorithm, the Chinese Remainder
/fg-theoretische-informatik/lehre/semesteruebersicht/sommersemester-2020/cryptography

Certificate: Data: Version: 3 (0x2) Serial Number: 01:fd:6d:30:fc:a3:ca:51:a8:1b:bc:64:0e:35:03:2d Signature Algorithm: sha384WithRSAEncryption Issuer: C = US, ST = New Jersey, L = Jersey City, O = The
/it-services/zertifizierungsstelle/liste-zertifikate/sectigo-usertrust-rsa-certification-authority2

Certificate: Data: Version: 3 (0x2) Serial Number: 31:02:70:d4:35:be:9b:24:9a:f8:56:d0:e1:e2:85:49 Signature Algorithm: sha384WithRSAEncryption Issuer: C = US, ST = New Jersey, L = Jersey City, O = The
/it-services/zertifizierungsstelle/liste-zertifikate/sectigo-geant-personal-ca-4