Diehard
The diehard tests are a battery of statistical tests for measuring the quality of a random number generator.
Keywords for this software
References in zbMATH (referenced in 76 articles )
Showing results 1 to 20 of 76.
Sorted by year (- Gevorkyan, M. N.; Demidova, A. V.; Korol’kova, A. V.; Kulyabov, D. S.: A practical approach to testing random number generators in computer algebra systems (2020)
- Bernard, Florent; Haddad, Patrick; Fischer, Viktor; Nicolai, Jean: From physical to stochastic modeling of a TERO-based TRNG (2019)
- Deon, Aleksei F.; Menyaev, Yulian A.: Poisson twister generator by cumulative frequency technology (2019)
- Munir, Fahad A.; Zia, Muhammad; Mahmood, Hasan: Designing multi-dimensional logistic map with fixed-point finite precision (2019)
- Uğuz, Muhiddin; Doğanaksoy, Ali; Sulak, Fatih; Koçak, Onur: R-2 composition tests: a family of statistical randomness tests for a collection of binary sequences (2019)
- Yosefnezhad Irani, Behzad; Ayubi, Peyman; Amani Jabalkandi, Fardin; Yousefi Valandar, Milad; Jafari Barani, Milad: Digital image scrambling based on a new one-dimensional coupled sine map (2019)
- Contassot-Vivier, Sylvain; Couchot, Jean-François; Héam, Pierre-Cyrille: Gray codes generation algorithm and theoretical evaluation of random walks in (N)-cubes (2018)
- Kneusel, Ronald T.: Random numbers and computers (2018)
- Kocak, Onur; Sulak, Fatih; Doganaksoy, Ali; Uguz, Muhiddin: Modifications of Knuth randomness tests for integer and binary sequences (2018)
- Saito, Asaki; Yamaguchi, Akihiro: Pseudorandom number generator based on the Bernoulli map on cubic algebraic integers (2018)
- Shen, Jiahui; Chen, Tianyu; Wang, Lei; Ma, Yuan: An efficiency optimization scheme for the on-the-fly statistical randomness test (2018)
- Aljahdali, Asia; Mascagni, Michael: Feistel-inspired scrambling improves the quality of linear congruential generators (2017)
- Contassot-Vivier, Sylvain; Couchot, Jean-François; Guyeux, Christophe; Heam, Pierre-Cyrille: Random walk in a (\mathsfN)-cube without Hamiltonian cycle to chaotic pseudorandom number generation: theoretical and practical considerations (2017)
- Machicao, Jeaneth; Bruno, Odemir M.: Improving the pseudo-randomness properties of chaotic maps using deep-zoom (2017)
- Ma, Yuan; Lin, Jingqiang; Jing, Jiwu: On the entropy of oscillator-based true random number generators (2017)
- Benamara, Oualid; Merazka, Fatiha; Betina, Kamel: An improvement of a cryptanalysis algorithm (2016)
- Faure, Emil V.; Shcherba, Anatoly I.; Rudnytskyi, V. M.: The method and criterion for quality assessment of random number sequences (2016)
- Li, Jie; Zheng, Jianliang; Whitlock, Paula: MaD0: an ultrafast nonlinear pseudorandom number generator (2016)
- Li, Yantao; Ge, Guangfu; Xia, Dawen: Chaotic hash function based on the dynamic S-box with variable parameters (2016)
- Li, Yantao; Li, Xiang: Chaotic hash function based on circular shifts with variable parameters (2016)