Iconography of correlations

Source: Wikipedia, the free encyclopedia.
Representation of the proximity of food profiles in Europe.

In

projection components
.

History

This idea is used in

Gaussian; it only relies on representing the correlation coefficients
geometrically.

The iconography of correlations first dates to 1975, applied to marine geochemistry in a 1981 thesis,[citation needed] and later in a 1982 data analysis article.[3] Afterward, the method was applied widely in the

aerospace industry[4][5]
but for about fifteen years manufacturers kept it fairly confidential; generally, they preferred to not broadcast useful techniques to their competitors.

In 1997 the first company was incorporated to distribute iconography of correlations software.[6] Since then the topic of iconography of correlations has been incorporation into some university courses, and typical topical articles' citation lists have rapidly and greatly expanded, particularly in the fields of medicine[7] and mass spectrometry.[8][9][10]

See also

  • Bayesian network
    — a graph in which cause and effect are measured probabilisticly instead of geometricly as in correlation iconography.

References

  1. ^ Lesty, Michel (January 1999). "Une nouvelle approche dans le choix des régresseurs de la régression multiple en présence d'interactions et de colinéarités" [A new approach in the choice of multiple regression regressors in the presence of interactions and collinearities] (PDF). La Revue de Modulad (in French) (22): 41–77 – via rocq.inria.fr.
  2. ^ Girondot, Marc (17 January 2018). "Multivariable analysis and correlation of iconography". biostatsr.blogspot.com (academic's blog). Saclay, FR. ... about biostatistics ... by Professor Marc Girondot, University Paris Saclay. — Brief inroduction to iconography of correlations.
  3. ^ Lesty, M.; Buat-Ménard, P. (1982). "La synthèse géométrique des corrélations multidimensionnelles" [Geometric synthesis of multidimensional correlations] (PDF). Les Cahiers de l'Analyse des Données [Data Analysis Notes] (in French). VII (3): 355–370 – via coryent.com.
  4. Centre National d'Études Spatiales
    (CNES). pp. 252–257.
  5. ^ Vallée, C.; le Méteil, X. (Fourth Quarter 2001), "La maîtrise du risque dans la construction aéronautique: Analyse des corrélations et fabrication des composites" [Risk management in aircraft manufacturing: Correlation analysis and composite manufacturing], Phoebus (in French), 19 (2)
  6. ^ Lesty, Michel (ed.). "La Société CORYENT Conseil / Etudes et conseil" [The CORYENT Consulting Company / Reserch and consultation]. coryent.com (corporate site) (in French). Versailles, FR: CORYENT Conseil / Logiciel CORICO. CORYENT Conseil est une entreprise française de conseil, fondée en 1997 par Michel Lesty, ..."
    "[CORYENT Conseil is a French consulting company, founded in 1997 by Michel Lesty, ...]
  7. ^ Lesty, C.; Pleau-Varet, J.; Kujas, M. (February 2004). "Geometric method and generalized linear models: Two opposite multiparametric approaches illustrated on a sample of pituitary adenomas". Journal of Applied Statistics. 31 (2): 191–213.
  8. ^ Engrand, C.; Lespagnol, J.; Martin, P.; Thirkell, L.; Thomas, R. (2004). "Multi-correlation analyses of TOF-SIMS spectra for mineralogical studies". Applied Surface Science (231–232): 883–887.
  9. ^ Engrand, C.; Kissel, J.; Krueger, F.R.; et al. (2006) [online 23 March 2006]. "Chemometric evaluation of time-of-flight secondary ion mass spectrometry data of minerals in the frame of future in situ analyses of cometary material by COSIMA onboard ROSETTA". Rapid Communications in Mass Spectrometry. 20 (8): 1361–1368.
  10. doi:10.3390/agronomy10121955
    .

External links
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