FSE

E434698

FSE (Fast Software Encryption) is a leading international research conference focused on the design and analysis of symmetric-key cryptographic primitives and algorithms.

All labels observed (1)

Label Occurrences
FSE canonical 2

How this entity was disambiguated

Statements (45)

Predicate Object
instanceOf academic conference ⓘ
cryptography conference ⓘ
international conference ⓘ
abbreviationOf Fast Software Encryption ⓘ
area applied cryptography ⓘ
theoretical cryptography ⓘ
audience practitioners in information security ⓘ
researchers in cryptography ⓘ
community cryptographic research community ⓘ
field cryptography ⓘ
symmetric-key cryptography ⓘ
focusesOn analysis of symmetric-key cryptographic primitives ⓘ
authenticated encryption schemes ⓘ
block ciphers ⓘ
cryptanalysis of symmetric algorithms ⓘ
design of symmetric-key cryptographic primitives ⓘ
hash functions ⓘ
implementation aspects of symmetric cryptography ⓘ
message authentication codes ⓘ
stream ciphers ⓘ
fullName Fast Software Encryption ⓘ
goal advance the state of the art in symmetric-key cryptography ⓘ
provide a forum for presenting new cryptanalytic techniques ⓘ
provide a forum for presenting new symmetric-key designs ⓘ
hasAbbreviation FSE ⓘ
language English ⓘ
organizedBy International Association for Cryptologic Research ⓘ
proceedingsSeries Lecture Notes in Computer Science ⓘ
publishesWith Springer ⓘ
relatedTo ASIACRYPT ⓘ
CHES ⓘ
CRYPTO ⓘ
EUROCRYPT ⓘ
reviewProcess peer-reviewed ⓘ
scope international ⓘ
sponsoredBy International Association for Cryptologic Research ⓘ
topic authenticated encryption design ⓘ
design of efficient symmetric algorithms ⓘ
implementation attacks on symmetric cryptography ⓘ
lightweight cryptography ⓘ
mode of operation design ⓘ
security proofs for symmetric primitives ⓘ
side-channel analysis of symmetric schemes ⓘ
typicalPublicationType conference proceedings ⓘ
typicalSubmissionType original research papers ⓘ

How these facts were elicited

Referenced by (2)

Full triples — surface form annotated when it differs from this entity's canonical label.