### Some articles on *shortest path, path, shortest paths, paths*:

**Shortest Path**First

... Constrained

**Shortest Path**First (CSPF) is an extension of

**shortest path**algorithms ... The

**path**computed using CSPF is a

**shortest path**fulfilling a set of constraints ... It simply means that it runs

**shortest path**algorithm after pruning those links that violate a given set of constraints ...

... For example, given a graph G=(V,E), the

**shortest path**p from a vertex u to a vertex v exhibits optimal substructure take any intermediate vertex w on this

**shortest path**p ... If p is truly the

**shortest path**, then the

**path**p1 from u to w and p2 from w to v are indeed the

**shortest paths**between the corresponding vertices (by the simple cut-and-pas ... Hence, one can easily formulate the solution for finding

**shortest paths**in a recursive manner, which is what the Bellman-Ford algorithm or the Floyd-Warshall algorithm does ...

... Fixed

**path**routing is the simplest approach to finding a lightpath ... Typically this

**path**is computed ahead of time using a

**shortest path**algorithm, such as Dijkstra's Algorithm ... If resources along the fixed

**path**are in use, future connection requests will be blocked even though other

**paths**may exist ...

**Shortest Path**

... Users can search for

**shortest paths**of functional interactions between physical entities, based on all interactions in the database ...

... of intervals above, S is convex if it contains every

**shortest path**between two of its vertices, or if it contains the median of every set of three points at least two of which are from S ... of the pair S and U, then every

**shortest path**from a to b must lie within T by convexity, and similarly every

**shortest path**between the other two pairs of vertices must lie within the ... u than to v, or equivalently the vertices w such that some

**shortest path**from v to w goes through u ...

### Famous quotes containing the words path and/or shortest:

“The purifying, healing influence of literature, the dissipating of passions by knowledge and the written word, literature as the *path* to understanding, forgiveness and love, the redeeming might of the word, the literary spirit as the noblest manifestation of the spirit of man, the writer as perfected type, as saint.”

—Thomas Mann (1875–1955)

“I have simplified my politics into an utter detestation of all existing governments; and, as it is the *shortest* and most agreeable and summary feeling imaginable, the first moment of an universal republic would convert me into an advocate for single and uncontradicted despotism. The fact is, riches are power, and poverty is slavery all over the earth, and one sort of establishment is no better, nor worse, for a people than another.”

—George Gordon Noel Byron (1788–1824)