Browsing Computer Science and Automation (CSA) by Advisor "Rajaraman, V"
Now showing items 1-8 of 8
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Algorithmic and architectural solutions for scheduling task graphs on multiprocessors
Scheduling is a critical challenge in the design of multicomputer systems, especially for minimizing execution time of parallel programs represented as task graphs. This thesis presents both algorithmic and architectural ... -
Algorithms And Models For Debugging Distributed Programs
(2012-05-04) -
A Broadcast Cube-Based Multiprocessor Architecture for Solving Partial Differential Equations
(Indian Institute of Science, 2005-01-26)A large number of mathematical models in engineering and physical sciences employ Partial Differential Equations (PDEs). The sheer number of operations required in numerically integrating PDEs in these applications has ... -
Design and implementation of a multidimensional multilink multicomputer hardware and software
In this thesis, we propose and implement a multidimensional multilink system (MMS) architecture which uses message passing paradigm between computing elements (CEs). The merits of this architecture are its simplicity, regularity ... -
Design of parallel algorithms for a multiple bus multiprocessor system
Matrix operations play a crucial role in scientific computations. This thesis presents the design and analysis of four parallel matrix computation algorithms specifically suited for a broadcast bus-based Multiple Bus ... -
Framework for solving vehicle scheduling problems using AI techniques
Transportation resource scheduling problems are of high academic as well as practical value. These are primarily concerned with generation of movement schedules for a set of vehicles (tankers, aircraft, etc) to distribute ... -
Numerical integration of ordinary differential equation on multiprocessing systems
In this thesis, we explore how to solve Ordinary Differential Equations (ODEs) on parallel computers. A comprehensive study of the current state-of-the-art methods for both sequential and parallel integration of ODEs is ...

