A link matrix is a diagram which shows how the cells in a given region, for one person or for many people, are connected one to another.
What is a relationship matrix?
A relationship matrix is another diagram of how the cells in a given region, for many people, are connected one to another.
What is a graph?
A graph is a mathematical object which represents a sequence of data points within a finite space.
Where is the term GraphMatics, or Graphs, used?
The term ‘Graphs’ is most often used to mean graphs, and ‘Mathematics’ to mean mathematical theory. But there are many other examples which can be used – for example, “A sequence of figures representing a geometrical figure, on which two adjacent figures can be located” or “The three figures representing a set of lines, on which they are connected”
Is graphs used here, or are they a kind of ‘real world’ representation?
Actually, the phrase ‘graphs’ is used almost exclusively to describe an artificial graph (in this case one of the shapes) which is very different from a real one as it is, so that the ‘real world’ is not confused with the one represented in the graphs. The real world is the real space that we all live in. For example, when you go to the grocery store, the grocery store space is not in the real world but in a computer simulation of it.
This distinction makes the ‘real world’ look like the ‘graphs’ (at least in one of the senses of the phrase).
Is the term ‘graphs used here, or are they a kind of ‘real world’ representation?
Actually, the phrase ‘Graphs’ is used almost exclusively to describe graphs (in this case one of the shapes) which are very different from a real one as they are, so that the ‘real world’ is not confused with the one represented in the graphs. The real world is the real space that we all live in. For example, when you go to the grocery store, the grocery store space is not in the real world but in a computer simulation of it.
In addition, the diagrams in this book (in this and the previous one) use a very simple, non-trivial representation for a certain kind of graph which is not a real one.
This is a very important distinction which has to be
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