Noun

(en noun)

A set amount of travelling, seen as a single unit; a discrete trip, a voyage.

*{{quote-magazine, year=2012, month=March-April, author=

, volume=100, issue=2, page=171, magazine=(American Scientist) , title= Well-connected Brains , passage=Creating a complete map of the human connectome would therefore be a monumental milestone but not the end of the journey to understanding how our brains work.}}

(label) A day.

(label) A day's travelling; the distance travelled in a day.

(label) A day's work.

*:

*:But whan ye haue done that Iourney ye shal promyse me as ye are a true knyght for to go with me and to helpe me / and other damoysels that are distressid dayly with a fals knyghte / All your entente damoysel and desyre I wylle fulfylle / soo ye wyl brynge me vnto this knyghte

Noun

(en noun)

A trail for the use of, or worn by, pedestrians.

* (John Dryden)

The dewy paths of meadows we will tread.

* , chapter=1

, title= Mr. Pratt's Patients, chapter=1 , passage=I stumbled along through the young pines and huckleberry bushes. Pretty soon I struck into a sort of path that, I cal'lated, might lead to the road I was hunting for. It twisted and turned, and, the first thing I knew, made a sudden bend around a bunch of bayberry scrub and opened out into a big clear space like a lawn.}}

A course taken.

* 1900 , , , Chapter I,

Just before Warwick reached Liberty Point, a young woman came down Front Street from the direction of the market-house. When their paths converged, Warwick kept on down Front Street behind her, it having been already his intention to walk in this direction.

(paganism) A Pagan tradition, for example witchcraft, Wicca, druidism, Heathenry.

A metaphorical course.

A method or direction of proceeding.

* Bible, Psalms xxv. 10

All the paths of the Lord are mercy and truth.

* Gray

The paths of glory lead but to the grave.

(computing) A human-readable specification for a location within a hierarchical or tree-like structure, such as a file system or as part of a URL

(graph theory) A sequence of vertices]] from one vertex to another using the arcs ([[edge, edges). A path does not visit the same vertex more than once (unless it is a closed path , where only the first and the last vertex are the same).

(topology) A continuous map $f$ from the unit interval $I\; =\; [0,1]$ to a topological space $X$.