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Yogesh Reddy Kondareddy

age ~40

from San Jose, CA

Also known as:
  • Yogesh R Kondareddy

Yogesh Kondareddy Phones & Addresses

  • San Jose, CA
  • Cle Elum, WA
  • Milpitas, CA
  • Santa Clara, CA
  • Auburn, AL

Resumes

Yogesh Kondareddy Photo 1

Senior Technical Lead

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Location:
Auburn, AL
Industry:
Wireless
Work:
Cisco Systems since Dec 2010
Software Engineer

Auburn University Aug 2006 - Dec 2010
Research Assistant

Telcordia Technologies May 2009 - Aug 2009
Graduate Intern
Education:
Auburn University 2008 - 2009
PhD., Wireless Engineering
Auburn University 2006 - 2008
M.S., Electrical and Computer Engineering
Skills:
Algorithms
Wireless
C
Wifi
C++
Matlab
Linux
Simulations
Debugging
Python
Perl
Wireless Networking
Wireless Technologies
Device Drivers
R
Java
Signal Processing
Programming
Software Development
Embedded Systems
Wimax
Routing
Cognitive Radio
Computer Architecture
Interests:
Playing Mouth Organ (Harmonica)
Exploring Software World
Playing Table Tennis
Adobe Photoshop (Designing and Morphing)
Designing Greeting Cards
Painting
Writing Poems
Rifle Shooting
Yogesh Kondareddy Photo 2

Senior Technical Lead

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Location:
San Jose, CA
Work:
Cisco
Senior Technical Lead

Us Patents

  • Method To Model Vehicular Communication Networks As Random Geometric Graphs

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  • US Patent:
    20110210973, Sep 1, 2011
  • Filed:
    Aug 27, 2010
  • Appl. No.:
    12/870142
  • Inventors:
    Giovanni Di Crescenzo - Madison NJ, US
    Yogesh Kondareddy - Auburn AL, US
    Tao Zhang - Fort Lee NJ, US
  • Assignee:
    TELCORDIA TECHNOLOGIES, INC. - Piscataway NJ
  • International Classification:
    G06T 11/20
  • US Classification:
    345440
  • Abstract:
    A method for generating mathematical analysis of a communication protocol in a vehicular communications network. The method defines features of a vehicular network, which may include a graph of a street map within a geographic area. A random geometric graph with a plurality of parameters is generated. A plurality of communications protocols on the vehicular network are defined. A communication protocol over the random geometric graph is redefined. A communication protocol's basic properties and associated features on the random geometric graph are analyzed. Results of the analysis are generated. The results of the analysis based on the random geometric graph's parameters are translated into results based on the vehicular network features. The random geometric graph with the parameters are displayed. The parameters may include: a number of graph nodes; and a probability that any two nodes are communicably connected being expressed as a function of the vehicular network features.

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