Patents by Inventor Yannick Seurin

Yannick Seurin has filed for patents to protect the following inventions. This listing includes patent applications that are pending as well as patents that have already been granted by the United States Patent and Trademark Office (USPTO).

  • Patent number: 9002000
    Abstract: A method for converting, by means of a conversion entity, a first digit into a second digit, the first cipher corresponding to the result of a symmetric probabilistic encryption of an plain message element using a first secret matrix parameterized by a random vector, the second digit corresponding to the result of a symmetric probabilistic encryption of the plain message element using a second secret matrix that is parameterized by the random vector, characterized in that the method includes a step of: calculating the second digit by encrypting the first digit using a secret conversion matrix which is a function of the first and second secret matrices, and which is parameterized by the random vector.
    Type: Grant
    Filed: July 21, 2010
    Date of Patent: April 7, 2015
    Assignee: Orange
    Inventors: Yannick Seurin, Henri Gilbert
  • Patent number: 8689087
    Abstract: The invention relates to a method of probabilistic symmetric encryption of a plaintext message element with the aid of a secret key that can be represented in the form of a matrix. It comprises an operation of encrypting the plaintext message element, with the aid of the matrix parametrized by a random vector, so as to obtain an encrypted message element coupled to the random vector. Furthermore, there is envisaged a step of encoding the plaintext message element as a code word with the aid of an error correcting code having a given correction capacity and a step of adding a noise vector. The error correcting code and the noise vector are adapted so that the Hamming weight of the noise vector is less than or equal to the correction capacity of the correcting code.
    Type: Grant
    Filed: January 9, 2009
    Date of Patent: April 1, 2014
    Assignee: Orange
    Inventors: Yannick Seurin, Henri Gilbert
  • Publication number: 20130010953
    Abstract: A method and apparatus are provided for encrypting a plaintext message element into a ciphertext message element associated with a random vector a first subset of encrypting users. The message element is encoded using an error correcting code and then encrypted by a secret matrix, parameterized by the random vector and with noise added by a noise vector. The method includes obtaining the secret matrix parameterized by the random vector and with noise by adding together user secret matrices specific to each of the encryption users. The user secret matrices are parameterized by the random vectors and having noise added by respective noise vectors specific to the encrypting users.
    Type: Application
    Filed: December 13, 2010
    Publication date: January 10, 2013
    Applicant: FRANCE TELECOM
    Inventors: Yannick Seurin, Henri Gilbert
  • Publication number: 20120321074
    Abstract: A method for converting, by means of a conversion entity, a first digit into a second digit, the first cipher corresponding to the result of a symmetric probabilistic encryption of an plain message element using a first secret matrix parameterized by a random vector, the second digit corresponding to the result of a symmetric probabilistic encryption of the plain message element using a second secret matrix that is parameterized by the random vector, characterized in that the method includes a step of: calculating the second digit by encrypting the first digit using a secret conversion matrix which is a function of the first and second secret matrices, and which is parameterized by the random vector.
    Type: Application
    Filed: July 21, 2010
    Publication date: December 20, 2012
    Applicant: FRANCE TELECOM
    Inventors: Yannick Seurin, Henri Gilbert
  • Patent number: 8331556
    Abstract: The invention proposes a method and a device for decrypting an encrypted message represented by a sequence C or applying an electronic signature to a sequence C, said sequence C consisting of data belonging to a finite field K=GF(q), where q>1, in which there are processed successive blocks each comprising (n·d) successive data items from the sequence C, where n and d are predetermined integers greater than 1, the processing of such a block including the following steps: applying a predetermined affine invertible transformation t?1 to said block; interpreting the resulting block as being formed of n successive elements (y1, y2, . . . , yn) of an extension E=GF(qd) of the field K; calculating an n-tuplet (x1, x2, . . .
    Type: Grant
    Filed: June 30, 2008
    Date of Patent: December 11, 2012
    Assignee: France Telecom
    Inventors: Olivier Billet, Yannick Seurin, Jacques Patarin
  • Publication number: 20100281336
    Abstract: The invention relates to a method of probabilistic symmetric encryption of a plaintext message element with the aid of a secret key that can be represented in the form of a matrix. It comprises an operation of encrypting the plaintext message element, with the aid of the matrix parametrized by a random vector, so as to obtain an encrypted message element coupled to the random vector. Furthermore, there is envisaged a step of encoding the plaintext message element as a code word with the aid of an error correcting code having a given correction capacity and a step of adding a noise vector. The error correcting code and the noise vector are adapted so that the Hamming weight of the noise vector is less than or equal to the correction capacity of the correcting code.
    Type: Application
    Filed: January 9, 2009
    Publication date: November 4, 2010
    Applicant: France Telecom
    Inventors: Yannick Seurin, Henri Gilbert
  • Publication number: 20100183147
    Abstract: The invention proposes a method and a device for decrypting an encrypted message represented by a sequence C or applying an electronic signature to a sequence C, said sequence C consisting of data belonging to a finite field K=GF(q), where q>1, in which there are processed successive blocks each comprising (n·d) successive data items from the sequence C, where n and d are predetermined integers greater than 1, the processing of such a block including the following steps: applying a predetermined affine invertible transformation t?1 to said block; interpreting the resulting block as being formed of n successive elements (y1,y2, . . . ,yn) of an extension E=GF(qd) of the field K; calculating an n-tuplet (x1,x2, . . .
    Type: Application
    Filed: June 30, 2008
    Publication date: July 22, 2010
    Applicant: France Telecom
    Inventors: Olivier Billet, Yannick Seurin, Jacques Patarin