From Wikipedia, the free encyclopedia
Johann Christoph Portrait

Johann Christophe Andreas Mayer (December 8, 1747 – November 1801) was a German anatomist. [1]

Mayer worked in Berlin and later Frankfurt. In 1788, he was the first European to recognize that fingerprints were unique to each individual. [2] [3]

Notes

  1. ^ "Integrated Authority File". wikidata. Retrieved 20 March 2018.
  2. ^ Mayer, Johann Christoph Andreas (1788). Anatomische Kupfertafeln nebst dazu gehörigen Erklärungen [Anatomical Illustrations (etchings) with Accompanying Explanations, volume 4]. Berlin, Prussia: Georg Jacob Decker und Sohn. p. 5. From page 5: "Zweite Figur. … Obwohl niemals bey zween Menschen die Lagen der Hautwärzgen übereinkommen, … " (Second figure. … Although the positions of the skin papillae never agree between two people, … ) Available on-line at: University of Heidelberg. See also: illustrations of friction ridges.
  3. ^ Miller Grinstead, Charles; Paul Peterson, William; Laurie Snell, James (2010). Probability Tales. USA: American Mathematical Society. p. 192. ISBN  9780821852613. Retrieved 12 August 2014.


From Wikipedia, the free encyclopedia
Johann Christoph Portrait

Johann Christophe Andreas Mayer (December 8, 1747 – November 1801) was a German anatomist. [1]

Mayer worked in Berlin and later Frankfurt. In 1788, he was the first European to recognize that fingerprints were unique to each individual. [2] [3]

Notes

  1. ^ "Integrated Authority File". wikidata. Retrieved 20 March 2018.
  2. ^ Mayer, Johann Christoph Andreas (1788). Anatomische Kupfertafeln nebst dazu gehörigen Erklärungen [Anatomical Illustrations (etchings) with Accompanying Explanations, volume 4]. Berlin, Prussia: Georg Jacob Decker und Sohn. p. 5. From page 5: "Zweite Figur. … Obwohl niemals bey zween Menschen die Lagen der Hautwärzgen übereinkommen, … " (Second figure. … Although the positions of the skin papillae never agree between two people, … ) Available on-line at: University of Heidelberg. See also: illustrations of friction ridges.
  3. ^ Miller Grinstead, Charles; Paul Peterson, William; Laurie Snell, James (2010). Probability Tales. USA: American Mathematical Society. p. 192. ISBN  9780821852613. Retrieved 12 August 2014.



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