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IC2MCP · Registering as Listener

International Conference on Mathematical Modeling for Cryptographic Protocols

25–26 Aug 2026 Adelaide, Australia Standard / Virtual Participation
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$269
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Conference Session Tracks

SDG-Aligned Research Themes

The IC2MCP conference tracks support global knowledge exchange, innovation and sustainable development priorities across Cryptography,Mathematics and related disciplines.

01 Mathematical Foundations of Cryptography +
This track explores the underlying mathematical principles that form the basis of cryptographic systems. Topics include number theory, algebraic structures, and their applications in secure communication.
02 Modeling Cryptographic Protocols +
This session focuses on the development and analysis of mathematical models for various cryptographic protocols. Participants will discuss methodologies for ensuring protocol security and efficiency.
03 Zero-Knowledge Proofs and Their Applications +
This track delves into the theory and practical applications of zero-knowledge proofs in secure systems. Emphasis will be placed on their role in privacy preservation and authentication.
04 Homomorphic Encryption Techniques +
This session highlights advancements in homomorphic encryption, allowing computations on encrypted data without decryption. Researchers will present new algorithms and their implications for secure data processing.
05 Lattice-Based Cryptography +
This track examines lattice-based methods as a promising approach to post-quantum cryptography. Discussions will center on algorithmic security and the resilience of lattice structures against attacks.
06 Algorithmic Security in Cryptographic Systems +
This session focuses on the role of algorithms in enhancing the security of cryptographic systems. Participants will explore new algorithms and their effectiveness in various security contexts.
07 Formal Methods for Protocol Verification +
This track emphasizes the use of formal methods in the verification of cryptographic protocols. Researchers will present techniques for ensuring correctness and security in protocol design.
08 Computational Complexity in Cryptography +
This session investigates the relationship between computational complexity and cryptographic security. Topics include hardness assumptions and their implications for cryptographic constructions.
09 Blockchain Protocols and Security +
This track explores the mathematical modeling of blockchain protocols and their security implications. Discussions will focus on consensus mechanisms, transaction verification, and privacy issues.
10 Privacy Preservation Techniques in Cryptography +
This session addresses various techniques for preserving privacy in cryptographic systems. Participants will discuss methods such as secure multiparty computation and their applications in real-world scenarios.
11 Quantum-Resistant Cryptographic Approaches +
This track focuses on the development of cryptographic techniques that are resistant to quantum computing threats. Researchers will present novel approaches and their potential impact on future security paradigms.

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