Reinforce the Trust Foundation
The encryption methods financial systems rely on to move capital and protect clients are nearing obsolescence. Symmatrics redefines secure data transport, enabling institutions to shift from fragile trust models to mathematically unbreakable encryptionTM.
Key Issues in the Sector
Most financial institutions rely on public key infrastructure (PKI) and TLS to secure real-time transactions, credentials, and system access, despite known vulnerabilities brought on by evolving technology.
PKI & Certificate Chains
Reused Session Keys
Perimeter-Based Defenses
Harvest Now, Decrypt Later
Credential Reliance
Raising Standards While Limiting Liabilities
Interbank Messaging & Transaction Settlement
Digital Asset Custody & Wallet Access
Remote Employee & Branch Access
Cross-Border Data Transmission & FX Networks
Regulatory Compliance & Data Protection
Payments & Transfers
Third-Party Integrations
Upgrade Your Organization with Credible Options
Symmatrics Encryption Protocol (SDK)
Integrate one-time-use symmetric keys at scale via our patented protocol. Enables mathematically unbreakable encryption with full integration flexibility.
Explore SDKSDK
Symmatrics VPN
Drop-in VPN powered by the Symmatrics Encryption Protocol. Eliminates key exchange vulnerabilities and offers quantum-secure session protection without cumbersome code changes.
Explore VPNVPN
Authentication & Access Management (AuthAM)
Role-driven access control with symmetric keying and full admin visibility. Stops credential theft, session hijacks, and mitigates quantum risk from the jump.
Explore AuthAMAuthAM
Why they're betting on Symmatrics
Symmatrics is supported by a coalition of cybersecurity experts, fintech leaders, and cryptography pioneers who see an opportunity to strengthen financial systems before the next wave of cryptographic risk emerges.
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Symmatrics replaces trust assumptions with mathematical proof, protecting your organization from the risks of today and the threats of tomorrow.
FAQ’s
All FAQ'sWhat is Symmatrics?
How is this different from traditional encryption models?
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