Markus Schoenauer

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Vienna, AT

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Patents Grantslast 30 patents

Information Patent Grant
Masked decomposition of polynomials for lattice-based cryptography
- Patent number 12,021,985
- Issue date Jun 25, 2024
- NXP B.V.
- Melissa Azouaoui
- G06 - COMPUTING CALCULATING COUNTING
Information Patent Grant
Efficient and masked sampling of polynomials for lattice-based cryp...
- Patent number 11,924,346
- Issue date Mar 5, 2024
- NXP B.V.
- Markus Schoenauer
- G06 - COMPUTING CALCULATING COUNTING

Patents Applicationslast 30 patents

Information Patent Application
FAULT DETECTION OF DIFFERENTIAL FAULT ATTACK IN LATTICE BASED CRYPT...
- Publication number 20240275576
- Publication date Aug 15, 2024
- NXP B.V.
- Markus Schoenauer
- H04 - ELECTRIC COMMUNICATION TECHNIQUE
Information Patent Application
ADAPTIVE COUNTERMEASURE FOR BIT LEAKAGE IN LATTICE-BASED CRYPTOGRAPHY
- Publication number 20240223354
- Publication date Jul 4, 2024
- NXP B.V.
- Melissa AZOUAOUI
- H04 - ELECTRIC COMMUNICATION TECHNIQUE
Information Patent Application
PROTECTING POLYNOMIAL REJECTION THROUGH MASKED COMPRESSION COMPARISON
- Publication number 20240126511
- Publication date Apr 18, 2024
- NXP B.V.
- Melissa Azouaoui
- G06 - COMPUTING CALCULATING COUNTING
Information Patent Application
MASKED DECOMPOSITION OF POLYNOMIALS FOR LATTICE-BASED CRYPTOGRAPHY
- Publication number 20230396436
- Publication date Dec 7, 2023
- NXP B.V.
- Melissa Azouaoui
- G06 - COMPUTING CALCULATING COUNTING
Information Patent Application
EFFICIENT AND MASKED SAMPLING OF POLYNOMIALS FOR LATTICE-BASED CRYP...
- Publication number 20230353361
- Publication date Nov 2, 2023
- NXP B.V.
- Markus Schoenauer
- G06 - COMPUTING CALCULATING COUNTING