scispace - formally typeset
L

L. Venkat Subramaniam

Researcher at IBM

Publications -  4
Citations -  32

L. Venkat Subramaniam is an academic researcher from IBM. The author has contributed to research in topics: Signal & Scheduling (computing). The author has an hindex of 3, co-authored 4 publications receiving 32 citations.

Papers
More filters
Patent

Method for protecting audio content

TL;DR: In this paper, techniques for protecting information in an audio file are provided, where the techniques include obtaining audio files, detecting information bearing one or more segments in a speech signal, encrypting the information sought for protection by scrambling the one OR more segments using a scrambling filter, and selectively decrypting an amount of the encrypted information.
Proceedings ArticleDOI

Mining GPS traces to recommend common meeting points

TL;DR: This paper presents a solution that identifies a common meeting point for a group of users who have temporal and spatial locality constraints that vary over time and uses daily movements information obtained from GPS traces for each user to compute stay points during various times of the day.
Patent

System and computer program product for protecting audio content

TL;DR: In this article, techniques for protecting information in an audio file are provided, where the techniques include obtaining audio files, detecting information beating one or more segments in a speech signal, encrypting the information sought for protection by scrambling the segments using a scrambling filter, and selectively decrypting an amount of the encrypted information, wherein the amount of encrypted information to be decrypted depends on user access privilege.
Proceedings Article

Spatio-temporal signatures of user-centric data: how similar are we?

TL;DR: An efficient way of user data representation called Spatio-Temporal Signatures to keep track of complete record of user movement is proposed and it is shown that with the hybrid pruning scheme the most similar users can be obtained in logarithmic time with in a (1 + ∊) factor approximation of the optimal.