1053_image--48-.jpg

Naren Ramakrishnan

Artificial Intelligence (AI) Data Analytics AI-driven Analytics
Virginia Tech Computer Science

About

Naren Ramakrishnan is the Thomas L. Phillips Professor of Engineering and Director of the Sanghani Center for AI & Analytics in the Department of Computer Science at Virginia Tech.

Research Performance Summary

577
Total Papers
16650
Total Citations
71
H-Index
1995-2026
Active Research Span

First Recorded Paper

A survey of mobile computing technologies and applications

Year: 1995

Citations: 15

Venue: N/A

Latest Recorded Paper

Utilizing Metadata for Better Retrieval-Augmented Generation

Year: 2026

Citations: 0

Venue: arXiv preprint arXiv:2601.11863

Last 10 Years Publication Activity

This timeline shows the professor's yearly publication activity.

2026
2
2025
27
2024
14
2023
10
2022
12
2021
18
2020
21
2019
20
2018
25
2017
21
2016
41

Publication Venues and Collaboration

Journal, Conference, and Book Publication Breakdown

Conference 220
Journal 64
Book 4

Top Coauthors

Ramakrishnan Chen

Research Impact by Period

2025-2026

Period Stats
Papers 29
Citations 27
Avg. Citations / Paper 0.9
H-Index 3

2020-2024

Period Stats
Papers 75
Citations 1807
Avg. Citations / Paper 24.1
H-Index 19

2015-2019

Period Stats
Papers 135
Citations 5448
Avg. Citations / Paper 40.4
H-Index 39

2010-2014

Period Stats
Papers 135
Citations 4796
Avg. Citations / Paper 35.5
H-Index 39

2005-2009

Period Stats
Papers 90
Citations 1607
Avg. Citations / Paper 17.9
H-Index 21

2000-2004

Period Stats
Papers 95
Citations 2617
Avg. Citations / Paper 27.5
H-Index 28

1995-1999

Period Stats
Papers 18
Citations 348
Avg. Citations / Paper 19.3
H-Index 8

Contact and Professional Links

Contact Information

naren@vt.edu
5718583331

Detected Research Keywords

Mining Scientific Data Problem Solving Environments Personalizing Interactions Information Interactions Information Systems Epidemiological Modeling News Modeling News Rumors News Rumors Twitter Temporal Topic Models Problem Solving Environment Probability One Homotopy