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Advanced Queuing Theory Analysis Research Faculty | GradNova

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Advanced Queuing Theory Analysis

Advanced Queuing Theory Analysis

8 faculty research Advanced Queuing Theory Analysis on GradNova.

V

Victor C. Pestien

Assoc. Professor

Computer Science

University of Miami

Advanced Queuing Theory Analysis

Economic Theories and Models

Formal Methods in Verification

Probability and Risk Models

+1

V

Dan F. Servey Distinguished Professor

Computer Science

University of Kansas

Communication Systems and Networks

Internet Performance Analysis

Networking Simulation and Modeling

Wireless Systems

+5

J

Assistant Professor of Practice and Co-Director of the UG Computer Engineering Program

Computer Science

University of Texas at Arlington

Advanced Queuing Theory Analysis

Advanced Wireless Network Optimization

Image and Video Quality Assessment

Network Traffic and Congestion Control

+1

B

Associate Professor

Computer Science and Engineering

Pennsylvania State University

Advanced MIMO Systems Optimization

Advanced Queuing Theory Analysis

Advanced Wireless Network Optimization

Age of Information Optimization

+1

E

Chair and Sidney P. Chockley Professor

Computer Science

Advanced Data Storage Technologies

Advanced Queuing Theory Analysis

Cloud Computing and Resource Management

Distributed and Parallel Computing Systems

+1

A

Professor

Computer Science

Clemson University

Advanced Data Storage Technologies

Cloud Computing and Resource Management

Distributed and Parallel Computing Systems

Parallel Computing and Optimization Techniques

+2

Y

Postdoctoral Research Associate

Computer Science

Carnegie Mellon University

Advanced Queuing Theory Analysis

Reliability and Maintenance Optimization

Scheduling and Optimization Algorithms

Simulation Techniques and Applications

W

Associate Professor

Computer Science

Carnegie Mellon University

Advanced Queuing Theory Analysis

Advanced Wireless Network Optimization

Cloud Computing and Resource Management

Mobile Crowdsensing and Crowdsourcing

+1