Αγαπητοί συνάδελφοι, συμφοιτητές και φίλοι,
Στα πλαίσια του Σεμιναρίου Μεταπτυχιακών θα διεξαχθεί την Πέμπτη 31 Αυγούστου ομιλία, η οποία θα πραγματοποιηθεί στις 10.00-11.00 στην αίθουσα Μ2 του 3ου ορόφου της Σ.Θ.Ε. και ταυτόχρονα μέσω της πλατφόρμας zoom στον ακόλουθο σύνδεσμο.
Ομιλητής: Clément Leroy,Institut Polytechnique de Paris
Τίτλος: Exploring Elliptic Curves for Cryptography
Περίληψη: The talk “Exploring Elliptic Curves for Cryptography” delves into the multifaceted field of elliptic curves, explaining their fundamental principles and cryptographic applications. Elliptic curve cryptography (ECC) has emerged as a cornerstone of modern cryptographic systems due to its remarkable ability to provide strong security with relatively small key sizes, making it exceptionally efficient for resource-constrained environments. The foundation of elliptic curve theory is established, unraveling the algebraic properties of elliptic curves and their associated mathematical operations. This paves the way for comprehending the notions of points, addition laws, and finite fields, creating a solid basis for exploring their cryptographic potential. The manifold applications of elliptic curves in cryptography are exposed, showcasing how ECC is a vital component of public key cryptography, enabling secure key exchange, digital signatures, and encryption. The security of these applications hinges on the intricate nature of the elliptic curve discrete logarithm problem, endowing ECC with resistance against classical attacks. To augment the security of elliptic curve-based cryptosystems, techniques like pairings are investigated. Pairings extend the utility of elliptic curves to new cryptographic constructs, facilitating protocols like identity-based encryption. The intricacies of pairing-based cryptography are explored, highlighting its potential to enhance the privacy and efficiency of cryptographic operations. In conclusion, “Exploring Elliptic Curves for Cryptography” equips attendees with a comprehensive understanding of the theoretical foundations and practical applications within the field of elliptic curve cryptography. By delving into the nuances of the bases of elliptic curve theory and exploring more complex concepts like pairings, participants gain insights to harness the robust security offered by elliptic curves.
https://authgr.zoom.us/j/92857333993…
Meeting ID: 928 5733 3993
Passcode: 002865
Να σημειωθεί ότι η ομιλία θα γίνει στα αγγλικά. Θα χαρούμε να σας δούμε όλους!
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