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socionics-core

v1.3.0

Published

Canonical socionics data and query library — 16 types, intertype relations, dichotomies, quadras, clubs, temperaments and work-related small groups.

Readme

socionics-core

Canonical socionics data and query library. Covers all 16 types, 16 intertype relations, 8 functions, 15 dichotomies, quadras, clubs, temperaments and five work-related small groups, structured for use in any JavaScript project.

No dependencies. No build step. Works in Node.js 12+.

npm install socionics-core

Quick start

const socionics = require('socionics-core');

// Get a type
const lii = socionics.getType('LII');
console.log(lii.name);       // 'The Analyst'
console.log(lii.mbti);       // 'INTj'
console.log(lii.quadra);     // 'Alpha'
console.log(lii.functions[0].code); // 'Ti' (Leading)
console.log(lii.functions[4].code); // 'Fe' (Suggestive)

// Get the relation between two types
const rel = socionics.getRelation('LII', 'ESE');
console.log(rel.name);        // 'Dual'
console.log(rel.orientation); // 'Heteroverted'
console.log(rel.rhythm);      // 'Rhythmic'
console.log(rel.vibe);        // 'Attractive'

// Asymmetric relations include direction
const ben = socionics.getRelation('ILE', 'EIE');
console.log(ben.name);                  // 'Benefaction'
console.log(ben.direction.benefactor);  // 'ILE'
console.log(ben.direction.beneficiary); // 'EIE'

// Look up by MBTI equivalent
const ile = socionics.getTypeByMbti('ENTp');
console.log(ile.code); // 'ILE'

// Get quadra, club, temperament: by type code or group name
socionics.getQuadra('LII');       // Alpha quadra object
socionics.getClub('Researcher');  // Researcher club object
socionics.getTemperament('IJ');   // IJ temperament object

API at a glance

| Area | Functions | |------|-----------| | Types | getType, getAllTypes, getTypeByMbti | | Functions | getFunction, getAllFunctions | | Relations | getRelation, getRelationsFor, getTypesByRelation | | Groups | getQuadra, getClub, getTemperament, getAllGroups | | Dichotomies | getDichotomy, getAllDichotomies, getTypesByPole | | Raw data | data (types, relations, functions, groups, dichotomies) |


API

Types

getType(code) → object

Returns the full type object for a socionics code. Case-insensitive.

getType('LII')  // or 'lii', 'Lii'

Type object shape:

{
  code: 'LII',
  name: 'The Analyst',
  mbti: 'INTj',
  quadra: 'Alpha',
  club: 'Researcher',
  temperament: 'IJ',
  extraversion: false,
  rationality: 'Rational',
  romanceStyle: 'Infantile',
  communicationStyle: 'Cool',
  stimulus: 'Confident',
  argumentation: 'Constructor',
  stressGroup: 'Trainable',
  implementationGroup: 'Resultator',
  planningStyle: 'Stable',
  dichotomies: {
    extraversionIntroversion: 'Introverted',
    intuitionSensing: 'Intuitive',
    logicEthics: 'Logical',
    rationalityIrrationality: 'Rational',
    staticDynamic: 'Static',
    processResult: 'Result',
    positivistNegativist: 'Negativist',
    aristocraticDemocratic: 'Democratic',
    constructivistEmotivist: 'Emotivist',
    judiciousDecisive: 'Judicious',
    carefreeFarsighted: 'Farsighted',
    yieldingObstinate: 'Obstinate',
    askingDeclaring: 'Asking',
    tacticalStrategic: 'Strategic',
    subjectivistObjectivist: 'Subjectivist'
  },
  functions: [
    { position: 1, block: 'Ego',       role: 'Leading',      code: 'Ti' },
    { position: 2, block: 'Ego',       role: 'Creative',     code: 'Ne' },
    { position: 3, block: 'Super-ego', role: 'Role',         code: 'Fi' },
    { position: 4, block: 'Super-ego', role: 'Vulnerable',   code: 'Se' },
    { position: 5, block: 'Super-id',  role: 'Suggestive',   code: 'Fe' },
    { position: 6, block: 'Super-id',  role: 'Mobilising',   code: 'Si' },
    { position: 7, block: 'Id',        role: 'Ignoring',     code: 'Te' },
    { position: 8, block: 'Id',        role: 'Demonstrative', code: 'Ni' }
  ]
}

getAllTypes() → object[]

Returns all 16 type objects as an array.

getTypeByMbti(mbti) → object | null

Looks up a type by its MBTI equivalent (e.g. 'INTj'). Returns null if not found.


Functions

getFunction(code) → object

Returns the function object for a code ('Ne', 'Ti', 'Fe' etc).

{
  code: 'Ne',
  name: 'Extraverted Intuition',
  attitude: 'Extraverted',
  domain: 'Intuition',
  slide: 'Creative Thinking',
  description: 'Noticing trends and possibilities in a reality filled with unknown opportunities'
}

The slide field is the SLIDE attitude name, a secondary descriptive label for each function used in socionics theory.

getAllFunctions() → object[]

Returns all 8 function objects as an array.


Relations

getRelation(typeA, typeB) → object

Returns the intertype relation between two types. Handles both directions of asymmetric relations (benefaction, supervision) automatically.

Relation object shape:

{
  relation: 'dual',        // camelCase relation key
  name: 'Dual',            // display name
  from: 'LII',
  to: 'ESE',
  orientation: 'Heteroverted',  // or 'Monoverted'
  rhythm: 'Rhythmic',          // or 'Arrhythmic'
  vibe: 'Attractive',          // or 'Repulsive'
  symmetry: 'Symmetrical',     // or 'Asymmetrical'
  description: '...',
  stabilityConditions: { ... } // see Stability conditions below
}

For asymmetric relations a direction field is added:

// getRelation('ILE', 'EIE')
{
  relation: 'benefaction',
  direction: { benefactor: 'ILE', beneficiary: 'EIE' },
  ...
}

// getRelation('ILE', 'LSI')
{
  relation: 'supervision',
  direction: { supervisor: 'ILE', supervisee: 'LSI' },
  ...
}

Stability conditions

Every relation also carries a stabilityConditions object: the task the relation naturally serves, and the psychological distance at which it is most comfortable.

// getRelation('LII', 'ESE').stabilityConditions
{
  task: 'Recovery: restoring energy and lowering anxiety',
  distance: { rank: 1, label: 'closest' },
  source: 'kovalenko-zvonaryova-2020'
}
  • task: a short string.
  • distance: rank is an integer from 1 to 6, and label is fixed by the rank: 1 closest, 2 close, 3 medium, 4 more than medium, 5 far, 6 farthest.
  • note: present only on some relations (Activation, Identity), where the source qualifies the distance.
  • source: a key into the top-level sources map in data/relations.json, which holds the full citation.

For benefaction and supervision, task and distance are keyed by role, using the same role keys as byType (benefactor / beneficiary, supervisor / supervisee):

// data.relations.metadata.supervision.stabilityConditions
{
  task: {
    supervisor: 'Gaining control over their own abilities',
    supervisee: 'Building personal boundaries'
  },
  distance: {
    supervisor: { rank: 3, label: 'medium' },
    supervisee: { rank: 6, label: 'farthest' }
  },
  source: 'kovalenko-zvonaryova-2020'
}

Unlike the relation pairs and the orientation, rhythm, vibe and symmetry properties, which follow from the structure of Model A, stabilityConditions is one school's interpretation. It comes from chapter 12 of R.K. Kovalenko and N.A. Zvonaryova, Sotsionika: polnyy kurs lektsiy (Socionics: A Complete Lecture Course), Novosibirsk, 2020, and is attributed through its source key. Other authors rank and describe these relations differently.

getRelationsFor(code) → object[]

Returns all 16 intertype relation objects for a given type (including identity).

getTypesByRelation(code, relationName) → object[]

Returns the type(s) that share a given relation with the specified type.

getTypesByRelation('LII', 'dual')     // [ESE type object]
getTypesByRelation('LII', 'conflict') // [SEE type object]
getTypesByRelation('LII', 'benefaction') // [IEI, SLI type objects]

Groups

getQuadra(codeOrName) → object

Accepts a type code ('LII') or quadra name ('Alpha').

{
  name: 'Alpha',
  types: ['ILE', 'LII', 'ESE', 'SEI'],
  mbti: ['ENTp', 'INTj', 'ESFj', 'ISFp'],
  theme: 'Reflecting and delighting in',
  dualStyle: 'Careful-Infantile',
  lifeStage: 'Childhood',
  valuedFunctions: ['Ne', 'Ti', 'Fe', 'Si'],
  description: '...'
}

getClub(codeOrName) → object

Accepts a type code or club name ('Researcher', 'Socializer', 'Pragmatist', 'Humanitarian').

Each club carries a workProfile: what the club handles in detail, what it handles only on the surface, and the fields it suits.

// getClub('Pragmatist').workProfile
{
  formula: ['Logical', 'Sensing', 'Aristocratic'],
  detailed: ['Logical systems within production', 'Hierarchical management', ...],
  surface: ['Relationships', 'Emotional atmosphere', ...],
  fields: ['Setting up processes', 'Production', ...],
  summary: 'Understand equipment in detail and set up production with every practical detail accounted for.',
  bookName: 'Managers',   // only where the source names the club differently
  source: 'kovalenko-zvonaryova-2020'
}

data.groups.clubsNote holds the source's caveat that clubs describe abilities, not interests or chosen field.

getTemperament(codeOrName) → object

Accepts a type code or temperament code ('EP', 'EJ', 'IP', 'IJ').

Each temperament carries a goalSetting object with the source's name and description for it as a goal-setting group (EJ Linear-assertive, IJ Balanced-stable, EP Flexible-manoeuvring, IP Receptive-adaptive). Membership is the temperament's own types. data.groups.goalSettingNote describes the grouping.

// getTemperament('EJ').goalSetting
{
  name: 'Linear-assertive',
  formula: ['Rational', 'Extraverted', 'Dynamic'],
  description: 'One goal, aimed at the outside world. ...',
  source: 'kovalenko-zvonaryova-2020'
}

getAllGroups() → object

Returns the raw groups data: quadras, clubs and temperaments, the four work-group definitions below, the notes, and the sources map.

Work groups

Four further small groups describe how a type works. Each is a top-level object in data/groups.json holding a groupNote string and four definitions keyed by name. The type field that stores membership is listed alongside.

| Key in data.groups | Groups | Type field | |----------------------|--------|------------| | stressResistance | Fragile, Viscous, Trainable, Flexible | stressGroup | | implementation | Perfectionist, Finisher, Implementer, Resultator | implementationGroup | | planningStyle | Stable, Staged, Variant, Free | planningStyle | | leadershipStyle | Constructor, Guardian, Restructurer, Diplomat | argumentation |

The fifth, goal-setting, is stored on the temperaments (see getTemperament above).

// data.groups.planningStyle.Stable
{
  name: 'Stable',
  formula: ['Rational', 'Farsighted', 'Judicious'],
  types: ['LII', 'ESE', 'EII', 'LSE'],
  description: 'Set goals in sequence and plan ahead, anticipating how things will unfold. ...',
  source: 'kovalenko-zvonaryova-2020'
}
  • formula: the dichotomy poles that define the group. A type belongs to the group exactly when its dichotomies include all three. Each formula splits the 16 types into four groups of four, and the tests check that types and the type field agree with it.
  • altName: leadershipStyle only. Sergei Savchenko's Tarot suit names (Pentacles, Staves, Swords, Cups), a memory aid rather than part of the theory.
  • When iterating a group's definitions, skip the groupNote key.

Unlike quadras, clubs, temperaments and the dichotomies, which follow from the structure of Model A, the club workProfile, the goalSetting descriptions and the four work groups above are one school's interpretation. They come from chapter 11 of R.K. Kovalenko and N.A. Zvonaryova, Sotsionika: polnyy kurs lektsiy (Socionics: A Complete Lecture Course), Novosibirsk, 2020, and are attributed through their source key, which points into the top-level sources map in data/groups.json. The authors base the stress-resistance and implementation descriptions on their own resonance-group experiments.


Dichotomies

The four Jungian dichotomies and Reinin's eleven, fifteen in all. Every type carries its pole on each one under type.dichotomies, keyed by dichotomy id.

getDichotomy(idOrPole) → object

Accepts a dichotomy id ('staticDynamic') or either pole name ('Static', 'dynamic'). Case-insensitive.

{
  id: 'staticDynamic',
  name: 'Static / Dynamic',
  kind: 'reinin',
  poles: ['Static', 'Dynamic'],
  product: ['extraversionIntroversion', 'rationalityIrrationality']
}

product names the Jungian dichotomies this one is built from: two types fall on the same pole exactly when they differ on an even number of the listed Jungian dichotomies. For the four Jungian dichotomies it is the dichotomy itself. subjectivistObjectivist also carries alsoKnownAs: { name: 'Merry / Serious', poles: ['Merry', 'Serious'] }.

getAllDichotomies() → object[]

Returns all 15, the four Jungian first.

getTypesByPole(pole) → object[]

Returns the 8 types on one pole, e.g. getTypesByPole('Positivist').

| Id | Name | Kind | Product of | |----|------|------|------------| | extraversionIntroversion | Extraversion / Introversion | Jungian | Extraversion | | intuitionSensing | Intuition / Sensing | Jungian | Intuition | | logicEthics | Logic / Ethics | Jungian | Logic | | rationalityIrrationality | Rationality / Irrationality | Jungian | Rationality | | staticDynamic | Static / Dynamic | Reinin | Extraversion × Rationality | | processResult | Process / Result | Reinin | Intuition × Logic × Rationality | | positivistNegativist | Positivist / Negativist | Reinin | Extraversion × Intuition × Logic | | aristocraticDemocratic | Aristocratic / Democratic | Reinin | Intuition × Logic | | constructivistEmotivist | Constructivist / Emotivist | Reinin | Logic × Rationality | | judiciousDecisive | Judicious / Decisive | Reinin | Extraversion × Intuition × Rationality | | carefreeFarsighted | Carefree / Farsighted | Reinin | Extraversion × Intuition | | yieldingObstinate | Yielding / Obstinate | Reinin | Extraversion × Logic | | askingDeclaring | Asking / Declaring | Reinin | Extraversion × Intuition × Logic × Rationality | | tacticalStrategic | Tactical / Strategic | Reinin | Intuition × Rationality | | subjectivistObjectivist | Subjectivist / Objectivist | Reinin | Extraversion × Logic × Rationality |


Raw data access

const { data } = require('socionics-core');
data.types     // all 16 type objects keyed by code
data.relations // byType lookup, relation metadata, and sources cited by stabilityConditions
data.functions // all 8 function objects keyed by code
data.groups    // quadras, clubs, temperaments, work groups, and sources cited by them
data.dichotomies // all 15 dichotomies keyed by id

The 16 types

| Code | Name | MBTI | Quadra | |------|------|------|--------| | ILE | The Searcher | ENTp | Alpha | | LII | The Analyst | INTj | Alpha | | ESE | The Enthusiast | ESFj | Alpha | | SEI | The Mediator | ISFp | Alpha | | EIE | The Actor | ENFj | Beta | | IEI | The Romantic | INFp | Beta | | SLE | The Marshal | ESTp | Beta | | LSI | The Inspector | ISTj | Beta | | SEE | The Ambassador | ESFp | Gamma | | ESI | The Guardian | ISFj | Gamma | | LIE | The Pioneer | ENTj | Gamma | | ILI | The Critic | INTp | Gamma | | IEE | The Psychologist | ENFp | Delta | | EII | The Humanist | INFj | Delta | | LSE | The Director | ESTj | Delta | | SLI | The Craftsman | ISTp | Delta |


The 16 intertype relations

| Relation | Orientation | Rhythm | Vibe | Symmetry | |----------|-------------|--------|------|----------| | Identity | Monoverted | Rhythmic | Repulsive | Symmetrical | | Dual | Heteroverted | Rhythmic | Attractive | Symmetrical | | Activation | Monoverted | Arrhythmic | Attractive | Symmetrical | | Mirror | Heteroverted | Arrhythmic | Repulsive | Symmetrical | | Kindred | Monoverted | Rhythmic | Repulsive | Symmetrical | | Semi-dual | Heteroverted | Rhythmic | Attractive | Symmetrical | | Business | Monoverted | Rhythmic | Repulsive | Symmetrical | | Quasi-identity | Monoverted | Arrhythmic | Attractive | Symmetrical | | Benefactor | Monoverted | Arrhythmic | Attractive | Asymmetrical | | Beneficiary | Monoverted | Arrhythmic | Attractive | Asymmetrical | | Supervisor | Heteroverted | Arrhythmic | Repulsive | Asymmetrical | | Supervisee | Heteroverted | Arrhythmic | Repulsive | Asymmetrical | | Super-ego | Monoverted | Rhythmic | Repulsive | Symmetrical | | Extinguishment | Heteroverted | Rhythmic | Attractive | Symmetrical | | Mirage | Heteroverted | Rhythmic | Attractive | Symmetrical | | Conflict | Heteroverted | Arrhythmic | Repulsive | Symmetrical |


Background

Socionics is a theory of personality and interpersonal relations developed by Aušra Augustinavičiūtė in the 1970s, building on Carl Jung's work on psychological types. It shares the familiar 16-type structure with MBTI but takes a different road: the function ordering differs, and the intertype relations system has no MBTI equivalent.

For human-readable explanations of every type, function and relation, see socionicsinsight.com. The package's page on the site is socionicsinsight.com/open-source/.

For a plain-English introduction to socionics, see the Socionics Made Simple Kindle series on Amazon.


Contributing

Corrections, additional attributes, and translations are welcome. Please open an issue before submitting a PR for anything beyond a data fix.

Licence

MIT