In the regular Team Orienteering Problem, a set of locations is given, each with a score. The goal is to determine a fixed number of trips, each within a given time budget, in order to maximize the total collected score. All trips start (and end) at the same starting point. The Orienteering Problem with Hotel Selection (OPHS) also has a fixed number of trips, but each trip can end in any of the available hotels and the next trip should start in the same hotel. In the ongoing research, we formulate the OPHS mathematically, develop a heuristic to solve it and design appropriate benchmark instances.status: publishe
Generating personalized tourist routes based on a tourist’s interests and constraints is an upcoming...
Problems associated with determining optimal routes from one or several depots (origin, home city) t...
This research work aims to investigate the several variants of trip planning problems and develop ef...
In the regular Team Orienteering Problem, a set of locations is given, each with a score. The goal i...
Formally, the Team Orienteering Problem with Hotel Selection (TOPHS) can be stated as follows: a set...
Formally, the Team Orienteering Problem with Hotel Selection (TOPHS) can be stated as follows: a set...
In this paper, a memetic algorithm is developed to solve the orienteering problem with hotel selecti...
The Orienteering Problem with Intermediate facilities (OPIF) is a new variant of the orienteering pr...
During the last decade, a number of challenging applications in logistics, tourism and other fields ...
During the last decade, a number of challenging applications in logistics, tourism and other fields ...
The Orienteering Problem (OP) has received a lot of attention in the past few decades. The OP is a r...
In this research, we developed a skewed variable neighbourhood search algorithm to solve the oriente...
The orienteering problem is one of the newer problems in the field of discrete programming. The form...
When a tourist is visiting a large region with many attractions, frequently there is not enough time...
AbstractProblems associated with determining optimal routes from one or several depots (origin, home...
Generating personalized tourist routes based on a tourist’s interests and constraints is an upcoming...
Problems associated with determining optimal routes from one or several depots (origin, home city) t...
This research work aims to investigate the several variants of trip planning problems and develop ef...
In the regular Team Orienteering Problem, a set of locations is given, each with a score. The goal i...
Formally, the Team Orienteering Problem with Hotel Selection (TOPHS) can be stated as follows: a set...
Formally, the Team Orienteering Problem with Hotel Selection (TOPHS) can be stated as follows: a set...
In this paper, a memetic algorithm is developed to solve the orienteering problem with hotel selecti...
The Orienteering Problem with Intermediate facilities (OPIF) is a new variant of the orienteering pr...
During the last decade, a number of challenging applications in logistics, tourism and other fields ...
During the last decade, a number of challenging applications in logistics, tourism and other fields ...
The Orienteering Problem (OP) has received a lot of attention in the past few decades. The OP is a r...
In this research, we developed a skewed variable neighbourhood search algorithm to solve the oriente...
The orienteering problem is one of the newer problems in the field of discrete programming. The form...
When a tourist is visiting a large region with many attractions, frequently there is not enough time...
AbstractProblems associated with determining optimal routes from one or several depots (origin, home...
Generating personalized tourist routes based on a tourist’s interests and constraints is an upcoming...
Problems associated with determining optimal routes from one or several depots (origin, home city) t...
This research work aims to investigate the several variants of trip planning problems and develop ef...