We generalize the classical shortest path problem in two ways. We consider two - in general contradicting - objective functions and introduce a time dependency of the cost which is caused by a traversal time on each arc. The resulting problem, called time-dependent bicriteria shortest path problem (TdBiSP) has several interesting practical applications, but has not attained much attention in the literature
Time-dependent shortest path problems arise in a variety of applications; e.g., dynamic traffic assi...
Thesis (M.Eng. and S.B.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and...
We present a concise study of the time-dependent shortest path problem, its theoretical properties, ...
AbstractIn this paper we generalize the classical shortest path problem in two ways. We consider two...
In relevant application areas, such as transportation and telecommunications, there has recently bee...
Typescript (photocopy).The bicriterion and singly constrained shortest path problems constitute impo...
A special case of the Time-Dependent Shortest Path Problem (TDSPP) is the itinerary planning problem...
AbstractA bicriterion shortest path problem with a general nonadditive cost seeks to optimize a comb...
AbstractWe extend previous work on continuous-time shortest path problems to provide a practically u...
We consider a shortest path problem, where the travel times on the arcs may vary with time and wait...
We study a new version of the shortest path problem. Let G = (V, E) be a directed graph. Each are e ...
There have been many algorithms in computational geometry that produce optimal paths according to so...
This paper aims at studying a new variant of the shortest path tour problem, where time window const...
Shortest Path Problems are among the most studied network flow optimization problems, with interes...
Shortest path query is an important problem and has been well s-tudied in static graphs. However, in...
Time-dependent shortest path problems arise in a variety of applications; e.g., dynamic traffic assi...
Thesis (M.Eng. and S.B.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and...
We present a concise study of the time-dependent shortest path problem, its theoretical properties, ...
AbstractIn this paper we generalize the classical shortest path problem in two ways. We consider two...
In relevant application areas, such as transportation and telecommunications, there has recently bee...
Typescript (photocopy).The bicriterion and singly constrained shortest path problems constitute impo...
A special case of the Time-Dependent Shortest Path Problem (TDSPP) is the itinerary planning problem...
AbstractA bicriterion shortest path problem with a general nonadditive cost seeks to optimize a comb...
AbstractWe extend previous work on continuous-time shortest path problems to provide a practically u...
We consider a shortest path problem, where the travel times on the arcs may vary with time and wait...
We study a new version of the shortest path problem. Let G = (V, E) be a directed graph. Each are e ...
There have been many algorithms in computational geometry that produce optimal paths according to so...
This paper aims at studying a new variant of the shortest path tour problem, where time window const...
Shortest Path Problems are among the most studied network flow optimization problems, with interes...
Shortest path query is an important problem and has been well s-tudied in static graphs. However, in...
Time-dependent shortest path problems arise in a variety of applications; e.g., dynamic traffic assi...
Thesis (M.Eng. and S.B.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and...
We present a concise study of the time-dependent shortest path problem, its theoretical properties, ...