{nxp, rxq, jzy} @ cs.nott.ac.uk We introduce an enhanced weighted graph model whose vertices and edges have several attributes that make it adaptable to a variety of examination and course timetabling scenarios. In addition, some new vertex- and colour-selection heuristics arise naturally from this model, and our implementation allows for the use and manipulation of various combinations of them along with or separate from the classical heuristics that have been used for decades. We include a brief description of some preliminary results for our current implementation and discuss the further development and testing of the ideas introduce
This thesis aims at designing search methods that can produce competitive solutions and to some exte...
Examination timetabling is a well-studied combinatorial optimization problem involving scheduling a ...
Time table scheduling in any organization requires efficient allocation of constrained resources in ...
Although they are simple techniques from the early days of timetabling research, graph colouring heu...
Although they are simple techniques from the early days of timetabling research, graph colouring heu...
Graph colouring heuristics have long been applied successfully to the exam timetabling problem. Desp...
In this paper, we present a random iterative graph based hyper-heuristic to produce a collection of ...
An exact algorithm is presented for determining the interval chromatic number of a weighted graph. T...
In this paper, we investigate adaptive linear combinations of graph coloring heuristics with a heuri...
Although a heuristic algorithm's usefulness is grounded in its empirical performance on a set of pro...
Many real world operational research problems, such as frequency assignment and exam timetabling, ca...
We consider a weighted version of the well-known Vertex Coloring Problem (VCP) in which each vertex ...
Abstract Exams timetable is a challenging area in the academics, particularly where its design is d...
This unique textbook treats graph colouring as an algorithmic problem, with a strong emphasis on pra...
The construction of the time table for education institus & other wish organizations is a rich area ...
This thesis aims at designing search methods that can produce competitive solutions and to some exte...
Examination timetabling is a well-studied combinatorial optimization problem involving scheduling a ...
Time table scheduling in any organization requires efficient allocation of constrained resources in ...
Although they are simple techniques from the early days of timetabling research, graph colouring heu...
Although they are simple techniques from the early days of timetabling research, graph colouring heu...
Graph colouring heuristics have long been applied successfully to the exam timetabling problem. Desp...
In this paper, we present a random iterative graph based hyper-heuristic to produce a collection of ...
An exact algorithm is presented for determining the interval chromatic number of a weighted graph. T...
In this paper, we investigate adaptive linear combinations of graph coloring heuristics with a heuri...
Although a heuristic algorithm's usefulness is grounded in its empirical performance on a set of pro...
Many real world operational research problems, such as frequency assignment and exam timetabling, ca...
We consider a weighted version of the well-known Vertex Coloring Problem (VCP) in which each vertex ...
Abstract Exams timetable is a challenging area in the academics, particularly where its design is d...
This unique textbook treats graph colouring as an algorithmic problem, with a strong emphasis on pra...
The construction of the time table for education institus & other wish organizations is a rich area ...
This thesis aims at designing search methods that can produce competitive solutions and to some exte...
Examination timetabling is a well-studied combinatorial optimization problem involving scheduling a ...
Time table scheduling in any organization requires efficient allocation of constrained resources in ...