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Lorentzian function

Relationships observed in Wikidata. Connections do not establish verification or source support.

Release: sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7

Provider: Wikidata · graph projection only.

OBSERVED · GRAPH-PROJECTION · NOT ADMITTED · NOT VERIFIED · NOT SUPPORT

Edge identity is the provider property id (for example P31). It is not a Counterpedia predicate.

Development requests are not available on this deployment. The observed entity and its graph links remain readable.

Relationships of Lorentzian function

Show relationship types (drawing only; the text lists are unaffected)
subclass of (Observed provider relationships)Relationship label not yet available (Observed provider relationships)Relationship label not yet available (Observed provider relationships)Relationship label not yet available (Observed provider relationships)Relationship label not yet available (Observed provider relationships)image (Observed provider relationships)Relationship label not yet available (Observed provider relationships)Lorentzian function — Wikidata entity (Q3075243)LorentzianfunctionWIKIDATA ENTITYreal-valued function — Wikidata entity (Q5189500)real-valuedfunctionWIKIDATA ENTITY\gamma — Literal value (wikidata:literal:1:\gamma)\gammaLITERAL VALUEf — Literal value (wikidata:literal:2:f)fLITERAL VALUEx_0 — Literal value (wikidata:literal:3:x_0)x_0LITERAL VALUEf(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right] — Literal value (wikidata:literal:4:f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right])f(x; x_0,\gamma)=…LITERAL VALUECauchy pdf.svg — Literal value (wikidata:literal:5:Cauchy pdf.svg)Cauchy pdf.svgLITERAL VALUEx — Literal value (wikidata:literal:6:x)xLITERAL VALUE

Legend

  • Governed record relationships (solid)
  • Countergraph traversal (dashed)
  • Countergraph evidence (dotted)
  • Observed provider relationships (dash-dot)
  • Structurally derived (sparse dots)

Node shape identifies node kind only. Size, color, and position carry no meaning beyond hop distance from the root.

A line means a supported artifact carried an explicit structured relation. It does not mean the relation is true, admitted, verified, or authoritative.

Graph as text

Nodes (8)

  • Lorentzian function — Wikidata entity
    Technical details
    node_id
    wikidata:entity:Q3075243
    stable_ref
    Q3075243
    node_kind
    wikidata_entity
    plane
    provider_observed
    qid
    Q3075243
    provider
    wikidata
    entity_href
    /entries/wikidata/Q3075243
  • real-valued function — Wikidata entity
    Technical details
    node_id
    wikidata:entity:Q5189500
    stable_ref
    Q5189500
    node_kind
    wikidata_entity
    plane
    provider_observed
    qid
    Q5189500
    provider
    wikidata
    entity_href
    /entries/wikidata/Q5189500
  • \gamma — Literal value
    Technical details
    node_id
    wikidata:literal:1:\gamma
    stable_ref
    wikidata:literal:1:\gamma
    node_kind
    wikidata_literal
    plane
    provider_observed
  • f — Literal value
    Technical details
    node_id
    wikidata:literal:2:f
    stable_ref
    wikidata:literal:2:f
    node_kind
    wikidata_literal
    plane
    provider_observed
  • x_0 — Literal value
    Technical details
    node_id
    wikidata:literal:3:x_0
    stable_ref
    wikidata:literal:3:x_0
    node_kind
    wikidata_literal
    plane
    provider_observed
  • f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right] — Literal value
    Technical details
    node_id
    wikidata:literal:4:f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right]
    stable_ref
    wikidata:literal:4:f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right]
    node_kind
    wikidata_literal
    plane
    provider_observed
  • Cauchy pdf.svg — Literal value
    Technical details
    node_id
    wikidata:literal:5:Cauchy pdf.svg
    stable_ref
    wikidata:literal:5:Cauchy pdf.svg
    node_kind
    wikidata_literal
    plane
    provider_observed
  • x — Literal value
    Technical details
    node_id
    wikidata:literal:6:x
    stable_ref
    wikidata:literal:6:x
    node_kind
    wikidata_literal
    plane
    provider_observed

Edges (7)

  • Lorentzian function — subclass of → real-valued function — Observed provider relationships
    Technical details
    machine_predicate
    P279
    predicate_ref
    wikidata:property:P279
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:0:P279
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — Relationship label not yet available → \gamma — Observed provider relationships
    Technical details
    machine_predicate
    P7235
    predicate_ref
    wikidata:property:P7235
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:1:P7235
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — Relationship label not yet available → f — Observed provider relationships
    Technical details
    machine_predicate
    P7235
    predicate_ref
    wikidata:property:P7235
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:2:P7235
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — Relationship label not yet available → x_0 — Observed provider relationships
    Technical details
    machine_predicate
    P7235
    predicate_ref
    wikidata:property:P7235
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:3:P7235
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — Relationship label not yet available → f(x; x_0,\gamma) = \frac{1}{\pi\gamma \left[1 + \left(\frac{x - x_0}{\gamma}\right)^2\right]} = { 1 \over \pi } \left[ { \gamma \over (x - x_0)^2 + \gamma^2 } \right] — Observed provider relationships
    Technical details
    machine_predicate
    P2534
    predicate_ref
    wikidata:property:P2534
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:4:P2534
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — image → Cauchy pdf.svg — Observed provider relationships
    Technical details
    machine_predicate
    P18
    predicate_ref
    wikidata:property:P18
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:5:P18
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7
  • Lorentzian function — Relationship label not yet available → x — Observed provider relationships
    Technical details
    machine_predicate
    P7235
    predicate_ref
    wikidata:property:P7235
    provider
    wikidata
    provider_direction
    outgoing
    plane
    provider_observed
    edge_id
    wikidata:relation:6:P7235
    release_ref
    sha256:f33228901a35b0683356002a46df9ceb11f399d05f17abb5c7c78256cbf38ba7

Reader shortcuts (not graph edges) (0)

    Unresolved references (0)

      Frontier (0)