Group Dynamics Mapper

Socionics describes what happens between two people. A team, a household or a group of friends is a set of pairs all running at once, and the shape that makes is not obvious from a list of types. Add up to eight people below and this works out every pair between them: which the theory expects to run easily, which will take effort, who sits at the centre of it, and how the group divides by quadra and club.

Who is in the group

Names are optional and are only there to make the map readable. Leave one blank and that person shows as Person 1, Person 2 and so on. Nothing here is sent to a server: the only place a name is ever written down is the share link, if you choose to copy one.

Give two people a type and the map appears here.

Next steps

Match on the same sixteen relations Socion is a matching app built on the intertype relations this page maps, rather than on a score nobody can inspect. Free to join at socion.app. Mapping a founding team, not a friendship group? Get in touch about Socion for Teams and say what you are trying to work out. It shapes what gets built.

How it works

Every pair is looked up in the intertype relations matrix, the table that gives the relation between any two of the sixteen types. Nothing is scored and nothing is averaged: the colour of a line is just where that relation sits on the intertype relations hub, which sets all sixteen out in order from Duality to Conflict.

Four of the sixteen do not read the same way from both ends. Benefaction and Supervision put the two people in different positions, so those pairs are given twice, once from each side, rather than flattened into one label. Quadra and club come from the same function stacks the quadra and club pages describe.

Two things worth saying plainly. The map is only as good as the types you put into it, and if you are unsure of someone's the socionics test and the small group finder are two independent ways to narrow it down. And a relation is a structural tendency, not a verdict on two particular people. Plenty of groups work well across their difficult pairings, usually because somebody worked out where the friction was coming from.

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