1.4.12[1]
/ 16 April 2024; 28 days ago (16 April 2024)
Repository
github.com/awslabs/s2n
Written in
C99
Operating system
Cross-platform
Type
Security library
License
Apache License 2.0
Website
github.com/aws/s2n-tls
Free and open-source software portal
s2n is an open-source C99 implementation of the Transport Layer Security (TLS) protocol developed by Amazon Web Services (AWS) and released in 2015. It was developed to ensure the code—about 6,000 lines long—would be easier to review than that of OpenSSL—with 500,000 lines, 70,000 of which are involved in processing TLS.[2][3]
^"Release 1.4.12". 16 April 2024. Retrieved 25 April 2024.
^Schmidt, Steve (30 June 2015). "Introducing s2n, a New Open Source TLS Implementation". AWS Security Blog. Retrieved 23 March 2021.
^Killalea, Tom (March 2021). "A Second Conversation with Werner Vogels". Communications of the ACM. 64 (3): 50–57. doi:10.1145/3434232. Retrieved 23 March 2021.
Free and open-source software portal s2n is an open-source C99 implementation of the Transport Layer Security (TLS) protocol developed by Amazon Web Services...
subgroup of S2n is Cn, order n, index 2, being the rotoreflection generator applied twice. For odd n, S2n contains an inversion, denoted Ci or S2. S2n is the...
demonstrated a variant Lucky Thirteen attack against Amazon's s2n TLS implementation, even though s2n includes countermeasures intended to prevent timing attacks...
Cn with the addition of n mirror planes parallel to the axis of rotation. S2n (for Spiegel, German for mirror) denotes a group with only a 2n-fold rotation-reflection...
buildings and infrastructure Fractile Studio - BIM and VDC engineering services S2N Technology Group - technology solutions design, consulting, and project management...
instead as rotation-reflection axis: For odd n, Cni = S2n and C2ni = Sn = Cnh, and for even n, C2ni = S2n. Only the notation Ci (meaning C1i) is commonly used...
though a chiral molecule lacks reflection (Cs) and rotoreflection symmetries (S2n), it can have other molecular symmetries, and its symmetry is described by...
MIT License NodeJs This experimental package implements QUIC for Nodejs. s2n-quic Apache License 2.0 Rust Open-source Rust implementation from Amazon...
π2(CPn) ≅ Z, and all the higher homotopy groups agree with those of S2n+1: πk(CPn) ≅ πk(S2n+1) for all k > 2. In general, the algebraic topology of CPn is...
S is the number of states that each cell in the automaton may have, k = S2n + 1 is the number of neighborhood configurations, and n is the radius of...
first sense, but there is only one in the second sense. Similarly, e.g. S2n is algebraically isomorphic with Z2n. The groups may be constructed as follows:...
groups (also called Platonic). In Schönflies notation, Axial groups: Cn, S2n, Cnh, Cnv, Dn, Dnd, Dnh Polyhedral groups: T, Td, Th, O, Oh, I, Ih Applying...
which the image of the object is a rotated version. The latter applies for S2n, of which the case n = 1 is inversion symmetry. For a (rigid) rectangular...
that did not have EMG pickups, but was modified with a Seymour Duncan STK-S2n Hot Stack in the neck. After returning to public view in 2009, Townsend began...
space RPn with fiber S0. The Hopf construction gives circle bundles p : S2n+1 → CPn over complex projective space. This is actually the restriction of...
Yes OpenSSL Yes Yes PyDTLS Yes Yes Python3-dtls Yes Yes RSA BSAFE No No s2n No No Schannel XP/2003, Vista/2008 No No Schannel 7/2008R2, 8/2012, 8.1/2012R2...
the only one of the Tθ that is a minimal surface in S3. Any unit sphere S2n−1 in an even-dimensional euclidean space R2n = Cn may be expressed in terms...
bass strings to another) to make a unique sound. He uses this invention in s2n and also uses a unique 12-string acoustic named "Asia." Dominator (2007)...
GitHub. Nath, Kaushik; Bernstein, Daniel J. "lib25519". Harrison, John R. "s2n-bignum". Bernstein, Daniel J.; Chitchanok, Chuengsatiansup; Tanja, Lange...
that most of these groups are finite, the exceptions being πn(Sn) and π4n−1(S2n). Others who worked in this area included José Adem, Hiroshi Toda, Frank...
inversion point, or both. The improper rotation group of order 2n is denoted S2n. For inversion, denoted i, there must be a point in the center of an object...
objects: Permutations in S2n−1 with descents after the even numbers and ascents after the odd numbers. Permutations π in S2n−2 with 1 ≤ π(2i−1) ≤ 2n−2i...
point groups in three dimensions contain inversion: Cnh and Dnh for even n S2n and Dnd for odd n Th, Oh, and Ih Closely related to inverse in a point is...
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