To Move is to change position within a network.

The movement may be physical, chronological, hierarchical, conceptual or relational.

The simplest example is geography.

We can move:

London → Paris

or:

Coventry → Birmingham

But Linkology uses Move much more broadly than literal travel.

We can move from one Character to another:

John Lennon → Paul McCartney

from one Object to another:

guitar → amplifier

from one date to another:

1965 → 2008

or from one category to another:

musician → city → stadium → concert → date

The essential feature is that our attention has shifted from one node to another.

Moving through COGS

COGS gives Move four immediate directions.

From a Character, we can move to another Character, an Object, a Geography or a point in Seconds.

Suppose we begin with:

The Beatles

We could move through Character:

The Beatles → Billy Joel

through Geography:

The Beatles → Shea Stadium

through Objects:

The Beatles → “A Hard Day’s Night”

or through Seconds:

The Beatles → 15 August 1965

Each move opens a different route.

The point is not simply to keep moving. The point is to notice what kinds of move are possible.

Movement through sequence

Move also describes position within a sequence.

A concert belongs to a tour.

A football match belongs to a season.

A king belongs within a succession.

A song belongs within an album.

A station belongs on a railway line.

A number belongs within a sequence.

This means that we can move forwards or backwards:

previous → current → next

A concert on one night can lead to the venue played the night before or the city played the night after.

A historical event can lead to its causes or consequences.

A family member can lead to a parent, child, sibling or ancestor.

Move therefore includes both space and order.

Movement through rank

Movement can also occur in rankings.

A football team rises or falls in a league.

A song moves up or down a chart.

A runner moves from third to second.

A candidate may move through rounds of a competition.

Gold, silver and bronze represent ordered positions.

So Move does not require geographical movement at all.

It can mean a change in relative position.

Movement through relationships

Some movement is relational.

If A is married to B, we can move from A to B.

If B works for C, we can move from B to C.

If C is located in D, we can move from C to D.

This can produce a chain such as:

person → spouse → employer → city → country

At each stage, the type of link changes.

That changing link type is often what makes a Link Salad interesting.