Patents by Inventor Rajat Datta

Rajat Datta 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: 7913261
    Abstract: An information-processing method for application-specific processing of messages. A message is received. Whether the message is in a selected application format is ascertained. If not, the message is routed to a next location. If so, the message is routed to a selected application processor, processed by the processor, and routed to the next location.
    Type: Grant
    Filed: February 5, 2002
    Date of Patent: March 22, 2011
    Assignee: nCipher Corporation, Ltd.
    Inventors: Oscar R. Mitchell, Robert Bradford Cohen, Eleanor Coy, Rajat Datta, Randall Findley, James Garrett, Richard Goble, Greg North, Daniel Reents, Leslie Zsohar
  • Patent number: 7853014
    Abstract: A data encryption method performed with ring arithmetic operations using a residue number multiplication process wherein a first conversion to a first basis is done using a mixed radix system and a second conversion to a second basis is done using a mixed radix system. In some embodiments, a modulus C is be chosen of the form 2w?L, wherein C is a w-bit number and L is a low Hamming weight odd integer less than 2(w?1)/2. And in some of those embodiments, the residue mod C is calculated via several steps. P is split into 2 w-bit words H1 and L1. S1 is calculated as equal to L1+(H12x1)+(H12x2)+ . . . +(H12xk)+H1. S1 is split into two w-bit words H2 and L2. S2 is computed as being equal to L2+(H22x1)+(H22x2)+ . . . +(H22xk)+H2. S3 is computed as being equal to S2+(2x1+ . . . +2xk+1). And the residue is determined by comparing S3 to 2w. If S3<2w, then the residue equals S2. If S3?2w, then the residue equals S3?2w.
    Type: Grant
    Filed: February 27, 2007
    Date of Patent: December 14, 2010
    Assignee: nCipher Corporation Limited
    Inventors: George Robert Blakley, Rajat Datta, Oscar Mitchell, Kyle Stein
  • Publication number: 20070206784
    Abstract: A data encryption method performed with ring arithmetic operations using a residue number multiplication process wherein a first conversion to a first basis is done using a mixed radix system and a second conversion to a second basis is done using a mixed radix system. In some embodiments, a modulus C is be chosen of the form 2w?L, wherein C is a w-bit number and L is a low Hamming weight odd integer less than 2(w?1)/2. And in some of those embodiments, the residue mod C is calculated via several steps. P is split into 2 w-bit words H1 and L1. S1 is calculated as equal to L1+(H12x1)+(H12x2)+ . . . +(H12xk)+H1. S1 is split into two w-bit words H2 and L2. S2 is computed as being equal to L2+(H22x1)+(H22x2)+ . . . +(H22xk)+H2. S3 is computed as being equal to S2+(2x1+ . . . +2xk+1). And the residue is determined by comparing S3 to 2w. If S3<2w, then the residue equals S2. If S3?2w, then the residue equals S3?2w.
    Type: Application
    Filed: February 27, 2007
    Publication date: September 6, 2007
    Inventors: George Blakley, Rajat Datta, Oscar Mitchell, Kyle Stein
  • Patent number: 7218734
    Abstract: A data encryption method performed with ring arithmetic operations wherein a modulus C is be chosen of the form 2w?L, wherein C is a w-bit number and L is a low Hamming weight odd integer less than 2(w?1)/2. And in some of those embodiments, the residue mod C is calculated via several steps. P is split into 2 w-bit words H1 and L1. S1 is calculated as equal to L1+(H12x1)+(H12x2)+ . . . +(H12xk)+H1. S1 is split into two w-bit words H2 and L2. S2 is computed as being equal to L2+(H22x1)+(H22x2)+ . . . +(H22xk)+H2. S3 is computed as being equal to S2+(2x1+ . . . +2xk+1). And the residue is determined by comparing S3 to 2w. If S3<2w, then the residue equals S2. If S3?2w, then the residue equals S3?2w.
    Type: Grant
    Filed: February 5, 2002
    Date of Patent: May 15, 2007
    Assignee: nCiper Corporation Limited
    Inventors: George Robert Blakely, Rajat Datta, Oscar Mitchell, Kyle Stein
  • Publication number: 20030072442
    Abstract: A method, software, and device for encrypting data, exchanging keys, and processing data that includes exponentiating by iteratively cisponentiating according to cisponentiator C(G, E, B, R, m)=GEBR mod m, wherein G is a fleeting multiplicand base, E is an enduring cisponent, B is a recurring multiplier, R is an enduring factor, and m is a persistent modulus. E may be a fixed characteristic of the cisponentiator. E may also be a power of 2. R may be fixed. In one of many possible combinations, E is a fixed characteristic of the cisponentiator, while R is fixed. In that case also, E may be a power of 2. Modulus m may be fixed. In one of many possible combinations, E is a fixed characteristic of the cisponentiator, R is fixed, and m is fixed. As one of many alternatives, data may be encrypted using asymmetric encryption.
    Type: Application
    Filed: September 30, 2002
    Publication date: April 17, 2003
    Inventors: George Robert Blakley, Rajat Datta, Oscar R. Mitchell, Kyle Stein
  • Publication number: 20030044004
    Abstract: A data encryption method performed with ring arithmetic operations using a residue number multiplication process wherein a first conversion to a first basis is done using a mixed radix system and a second conversion to a second basis is done using a mixed radix system. In some embodiments, a modulus C is be chosen of the form 2w−L, wherein C is a w-bit number and L is a low Hamming weight odd integer less than 2(w−1)/2. And in some of those embodiments, the residue mod C is calculated via several steps. P is split into 2 w-bit words H1 and L1. S1 is calculated as equal to L1+(H12x1)+(H12x2)+ . . . +(H12xk)+H1. S1 is split into two w-bit words H2 and L2. S2 is computed as being equal to L2+(H22x1)+(H22x2)+ . . . +(H22xk)+H2. S3 is computed as being equal to S2+(2x1+ . . . +2xk+1). And the residue is determined by comparing S3 to 2w. If S3<2w, then the residue equals S2. If S3>2w, then the residue equals S3−2w.
    Type: Application
    Filed: February 5, 2002
    Publication date: March 6, 2003
    Inventors: George Robert Blakley, Rajat Datta, Oscar Mitchell, Kyle Stein
  • Publication number: 20020191604
    Abstract: An information-processing method for application-specific processing of messages. A message is received. Whether the message is in a selected application format is ascertained. If not, the message is routed to a next location. If so, the message is routed to a selected application processor, processed by the processor, and routed to the next location.
    Type: Application
    Filed: February 5, 2002
    Publication date: December 19, 2002
    Inventors: Oscar R. Mitchell, Robert Bradford Cohen, Eleanor Coy, Rajat Datta, Randall Findley, James Garrett, Richard Goble, Greg North, Daniel Reents, Leslie Zsohar
  • Patent number: 5815678
    Abstract: A system and method for creating a high-level application programming interface allows simplified control and usage of digital data being transported over an IEEE 1394 serial bus under a variety of operational environments. The system and method of controlling communications on a communications bus includes determining a number of adapters attached to the communications bus, establishing a link between an application program and one or more of the adapters; allocating buffers for data transfer; mapping a memory buffer to a space in storage associated with the communications bus; and executing the applications program.
    Type: Grant
    Filed: July 14, 1995
    Date of Patent: September 29, 1998
    Assignee: Adaptec, Inc.
    Inventors: Gary Alan Hoffman, Eric Thomas Shalkey, Daniel Joseph Moore, Oscar Reid Mitchell, Rajat Datta