Patents by Inventor Ashok Kumar. N

Ashok Kumar. N 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).

  • Publication number: 20240137307
    Abstract: In some examples, a method includes receiving, by an egress network device for a network, messages from each of a plurality of ingress network devices for the network, wherein each of the messages specifies a multicast source, a multicast group, and an upstream multicast hop weight value for multicast traffic for the multicast source and the multicast group; selecting, by the egress network device and based on the upstream multicast hop weight values specified by the received messages, one of the plurality of ingress network devices to which to send a multicast join message of a plurality of multicast join messages for the multicast source and multicast group; and sending, by the egress network device, the multicast join message to the selected one of the plurality of ingress network devices.
    Type: Application
    Filed: December 29, 2023
    Publication date: April 25, 2024
    Inventors: Vinod Kumar N, Robert W. Kebler, Ashok Patrick Jude Manoharan, Hariharan Boopathy
  • Publication number: 20140133591
    Abstract: A method of determining a transmitted vector (x) in a MIMO receiver includes the steps of receiving a received vector (y) representative of the transmitted vector (x), generating a first random number and forming, in a first iteration, a first symbol of a first candidate vector, the candidate vector representing a potential solution vector. The step of forming is based on a first approach if the first random number is greater than a first predetermined value (q), but is based on a second approach if the random number is less than or equal to the first predetermined value (q). The first approach randomly selects the first symbol from a uniform distribution of symbols in the transmission alphabet. The second approach selects the first symbol based on Gibbs sampling. The method represents a randomized Markov Chain Monte Carlo (RMCMC) sampling technique.
    Type: Application
    Filed: January 21, 2014
    Publication date: May 15, 2014
    Applicant: INDIAN INSTITUTE OF SCIENCE
    Inventors: Ananthanarayanan Chockalingam, Balaji Sundar Rajan, Tanumay Datta, Ashok Kumar. N
  • Patent number: 8675780
    Abstract: A method of determining a transmitted vector (x) in a MIMO receiver includes the steps of receiving a received vector (y) representative of the transmitted vector (x), generating a first random number and forming, in a first iteration, a first symbol of a first candidate vector, the candidate vector representing a potential solution vector. The step of forming is based on a first approach if the first random number is greater than a first predetermined value (q), but is based on a second approach if the random number is less than or equal to the first predetermined value (q). The first approach randomly selects the first symbol from a uniform distribution of symbols in the transmission alphabet. The second approach selects the first symbol based on Gibbs sampling. The method represents a randomized Markov Chain Monte Carlo (RMCMC) sampling technique.
    Type: Grant
    Filed: May 16, 2012
    Date of Patent: March 18, 2014
    Assignee: Indian Institute of Science
    Inventors: Ananthanarayanan Chockalingam, Balaji Sundar Rajan, Tanumay Datta, Ashok Kumar. N
  • Publication number: 20120307924
    Abstract: A method of determining a transmitted vector (x) in a MIMO receiver includes the steps of receiving a received vector (y) representative of the transmitted vector (x), generating a first random number and forming, in a first iteration, a first symbol of a first candidate vector, the candidate vector representing a potential solution vector. The step of forming is based on a first approach if the first random number is greater than a first predetermined value (q), but is based on a second approach if the random number is less than or equal to the first predetermined value (q). The first approach randomly selects the first symbol from a uniform distribution of symbols in the transmission alphabet. The second approach selects the first symbol based on Gibbs sampling. The method represents a randomized Markov Chain Monte Carlo (RMCMC) sampling technique.
    Type: Application
    Filed: May 16, 2012
    Publication date: December 6, 2012
    Applicant: INDIAN INSTITUTE OF SCIENCE
    Inventors: Ananthanarayanan Chockalingam, Balaji Sundar Rajan, Tanumay Datta, Ashok Kumar. N