oracle: be in matrix

from Quasimodo
0.2 0.4 0.6 0.8 Plausible Typical Remarkable Salient

Related concepts

Parents software company
Weight: 0.67
, source
Weight: 0.61
, leader
Weight: 0.60
, corporation
Weight: 0.58
, vendor
Weight: 0.58
Siblings software
Weight: 0.33
, king
Weight: 0.32
, netscape
Weight: 0.32
, sage
Weight: 0.32
, microsoft
Weight: 0.32

Related properties

Property Similarity
be in matrix 1.00
be different in matrix revolutions 0.80

Priors about this statement

Cues

0.2 0.4 0.6 0.8 Joint Necessity Sufficiency Implication Entailment Contradiction Entropy

Evidence

0.2 0.4 0.6 0.8 Plausible Typical Remarkable Salient

Clauses

Salient implies Plausible

0.21
Rule weight: 0.28
Evidence weight: 0.74
Similarity weight: 1.00
Evidence: 0.22
Plausible(oracle, be in matrix)
Evidence: 0.33
¬ Salient(oracle, be in matrix)

Similarity expansion

0.58
Rule weight: 0.85
Evidence weight: 0.85
Similarity weight: 0.80
Evidence: 0.77
Remarkable(oracle, be in matrix)
Evidence: 0.63
¬ Remarkable(oracle, be different in matrix revolutions)
0.33
Rule weight: 0.85
Evidence weight: 0.48
Similarity weight: 0.80
Evidence: 0.33
Salient(oracle, be in matrix)
Evidence: 0.78
¬ Salient(oracle, be different in matrix revolutions)
0.29
Rule weight: 0.85
Evidence weight: 0.43
Similarity weight: 0.80
Evidence: 0.10
Typical(oracle, be in matrix)
Evidence: 0.63
¬ Typical(oracle, be different in matrix revolutions)
0.17
Rule weight: 0.85
Evidence weight: 0.25
Similarity weight: 0.80
Evidence: 0.22
Plausible(oracle, be in matrix)
Evidence: 0.96
¬ Plausible(oracle, be different in matrix revolutions)

Typical and Remarkable implies Salient

0.13
Rule weight: 0.14
Evidence weight: 0.95
Similarity weight: 1.00
Evidence: 0.33
Salient(oracle, be in matrix)
Evidence: 0.10
¬ Typical(oracle, be in matrix)
Evidence: 0.77
¬ Remarkable(oracle, be in matrix)

Typical implies Plausible

0.44
Rule weight: 0.48
Evidence weight: 0.92
Similarity weight: 1.00
Evidence: 0.22
Plausible(oracle, be in matrix)
Evidence: 0.10
¬ Typical(oracle, be in matrix)