François d'Aguilon
François d'Aguilon (French pronunciation: [fʁɑ̃swa daɡilɔ̃]; also d'Aguillon or in Latin Franciscus Aguilonius) (4 January 1567 – 20 March 1617) was a Jesuit, mathematician, physicist, and architect from the Spanish Netherlands. D'Aguilon was born in Brussels; his father was a secretary to Philip II of Spain. He became a Jesuit in Tournai in 1586.
Also recorded as Franciscus de Aguilón · François de Aguilón · François Aguilonius · François d' Aiguillon
François d'Aguilon

François d'Aguilon · Available in the BEIC digital library and uploaded in partnership with BEIC Foundation. · Public domain
- Born
- 1567. · Brussels metropolitan area.
- Died
- 1617. · Antwerp.
- Nationality
- Flanders.
- Occupation
- mathematician, catholic priest, architect and physicist.
- Fields
- architecture.
- Education
- University of Douai.
- Known for
- Opticorum Libri Sex.
- Languages
- Latin.
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Documentary summary
François d'Aguilon (French pronunciation: [fʁɑ̃swa daɡilɔ̃]; also d'Aguillon or in Latin Franciscus Aguilonius) (4 January 1567 – 20 March 1617) was a Jesuit, mathematician, physicist, and architect from the Spanish Netherlands. D'Aguilon was born in Brussels; his father was a secretary to Philip II of Spain. He became a Jesuit in Tournai in 1586.
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Authority files
wikidata · Q1003681 · wikipedia · François d'Aguilon
In this article
Perception and the horopter
Perception and the horopter
D'Aguilon extensively studied stereographic projection, which he wanted to use a means to aid architects, cosmographers, navigators and artists. For centuries, artists and architects had sought formal laws of projection to place objects on a screen. Aguilon's Opticorum libri sex successfully treated projections and the errors in perception. D'Aguillon adopted Alhazen's theory that only light rays orthogonal to the cornea and lens surface are clearly registered. Aguilon was the first to use the term horopter, which is the line drawn through the focal point of both eyes and parallel to the line between the eyes. In other words, it describes how only objects on the horopter are seen in their true location. He then built an instrument to measure the spacing of double images in the horopter as he saw fit. D'Aguilon expanded on the horopter by saying in his book: If objects fall upon different rays it can happen that things at different distances can be seen at equal angles. If point C be directly opposite the eyes, A and B, with a circle drawn through the three points, A, B, and C. By theorem 21 of Euclid's Third book, any other point D on its circumference which lies closer to the observer than C, will subend an angle ADB which will equal angle ACB. Therefore, objects at C and at D are judged equally far from the eye. But this is false, because point C is farther away than D. Therefore a judgment of distance is false when based on the angles between converged axes, quod erat probandum. At first glance, it seems that Aguillon discovered the geometrical horopter more than 200 years before Prevost and Vieth and Muller. The horopter was then used by architect Girard Desargues, who in 1639 published a remarkable treatise on the conic sections, emphasizing the idea of projection.
Similarity to other theorists
Similarity to other theorists
In Aguilon's book there are elements of perspectivities as well as the stereographic projections of Ptolemy and Hipparchus. Unaware that Johannes Kepler had already published optical theories years before him, Aguilon decided to share his insights on geometric optics. At the age of 20, the Dutch poet Constantijn Huygens read Aguilon's and was enthralled by it. He later said that it was the best book he had ever read in geometrical optics, and he thought that Aguilon should be compared to Plato, Eudoxus and Archimedes. In fact the title of Constantijn Huygens' first publication imitated Aguilon's title (omitting letters p and c): Otiorum Libri Sex (1625).
Accompanying art
Accompanying art
In Aguilon's book the beginning of each section had works of the Flemish Baroque painter, Peter Paul Rubens. The frontispiece at the beginning of the book shows an eagle, referring to Aguilon's name and a variety of optical and geometrical images. On either side of the title stands Mercury holding the head of Argus with a hundred eyes, and Minerva holding a shield reflecting the head of Medusa. Then, at the beginning of each of six sections are Rubens' drawings describing Aguilon's experiments, one of which is the first known picture of a photometer This is one of six experiments drawn by Rubens and shows how intensity of light varies with the square of distance from the source. The experiment was later taken up by Mersenne and another Jesuit, Claude de Chales, and eventually led to Bouguer's more famous photometer. It is evident, from the detail that he put into his drawings, how enthused Rubens was about the subject matter, perspective geometry and optical rules.
Life and career
Dated record
Life and career
The full dated record · 2 entries
1567
François d'Aguilon born at Brussels metropolitan area.
1617
François d'Aguilon died at Antwerp.
Places
Named by the record
Places
Only places the record itself states, plotted where the house gazetteer settles their coordinates. Nothing is inferred from a name or a nationality.
Brussels metropolitan area.
Birth place
Antwerp.
Death place
Six Books of Optics
In 1598 he moved to Antwerp, where he helped plan the construction of the Saint Carolus Borromeus church. In 1611, he started a special school of mathematics in Antwerp, fulfilling a dream of Christopher Clavius for a Jesuit mathematical school; in 1616, he was joined there by Grégoire de Saint-Vincent. The notable geometers educated at this school included Jean-Charles della Faille, André Tacquet, and Theodorus Moretus. His book, Opticorum Libri Sex philosophis juxta ac mathematicis utiles, or Six Books of Optics, is useful for philosophers and mathematicians. It was published by Balthasar I Moretus in Antwerp in 1613 and illustrated by the famous painter Peter Paul Rubens. It included one of the first studies of binocular vision. It also gave the names we now use to stereographic projection and orthographic projection, although the projections themselves were likely known to Hipparchus. This book inspired the works of Desargues and Christiaan Huygens. He died in Antwerp, aged 50.
François d'Aguilon studied at University of Douai. The recorded working language is Latin. The field of work recorded is architecture. Places of work recorded in the authority are Antwerp. Employment is recorded with University of Douai. Works named in the authority record are Opticorum Libri Sex.
Francois d'Aguilon's Six Books of Optics concerns geometrical optics, which at the time in the Jesuit school was a subcategory of geometry. He taught logic, syntax, and theology while being charged with organizing the teaching of geometry and science which would be useful for geography, navigation, architecture and the military arts in Belgium. His superiors wanted him to synthesize the work of Euclid, Alhazen, Vitello, Roger Bacon and others. Although he died before completing the book, it still consists of six in-depth books, called Opticorum Libri Sex.
Notes from the source article
Cited by Wikipedia
Notes from the source article
These works are cited by the source article, in its own numbering. They are recorded as its citations, not as sources VALÉORINE has verified.
- 1.Smolarski, Dennis C. Teaching mathematics in the seventeenth and twenty-first centuries. Mathematics Magazine. 75. 4. 256–262. 2002. 10.2307/3219160.
- 2.Meskens, A. The Jesuit mathematics school in Antwerp in the early seventeenth century. The Seventeenth Century. 12. 1. 11–22. 1997. 10.1080/0268117X.1997.10555421.
- 3.MacTutor id=Tacquet Andrea Tacquet
- 4.Held, Julius S. Rubens and Aguilonius: New Points of Contact. The Art Bulletin. 61. 2. 257–264. 1979. 10.1080/00043079.1979.10787660.
- 5.Neetens, A. Franciscus Aguilonius (1567–1617). Neuro-Ophthalmology. 18. 1. vii–xiii. 1997. 10.3109/01658109709044672.
- 6.Ziggelaar, August, S. J. Theories of binocular vision after Aguilón. Strabismus. 20. 4. 185–193. 2012. 10.3109/09273972.2012.735524.
- 7.Kreyszig, Erwin. Differential Geometry. Courier Dover Publications. 11. 205. 1991. 9780486667218.
- 8.Olinthus, Gregory. Elements of Plane and Spherical Trigonometry: With Their Applications to Heights and Distances Projections of the Sphere, Dialling, Astronomy, the Solution of Equations, and Geodesic Operations. Baldwin Cradock & Joy. 121. 1816.
- 9.Lombaerde, Piet. Innovation and Experience in the Early Baroque in the Southern Netherlands: The Case of the Jesuit Church in Antwerp. Brepols Pub. 6. 66. 2008. 9782503523880.
- 10.Ormerod, David. The mastery of nature: aspects of art, science and humanism in the Renaissance (review). Parergon. 13. 1. 170–171. 1995. 10.1353/pgn.1995.0033.
- 11.Ziggelaar, August, S. J. The impact of the Opticorum Libri Sex. Strabismus. 20. 3. 133–138. 2012. 10.3109/09273972.2012.709577.
- 12.Bosmans, Henri, S. J. Deux lettres inédites de Grégoire de Saint-Vincent publiées avec des notes bibliographiques sur les œuvres de Grégoire de Saint-Vincent et les manuscrits de della Faille. Annales de la Société scientifique de Bruxelles. 26. 23–40. 1902.
- 13.François de Aguilon, S.J.
- 14.Bangert, William A History of the Society of Jesus. St. Louis: St. Louis Institute, 1972
- 15.Gillispie, Charles. C. ed., Dictionary of Scientific biography. 16 vols. New York: Charles Scribner and Sons, 1970
Bibliography printed in the source article · 1
- Ziggelaar, August. François de Aguilón S. J, 1567-1617: Scientist and Architect. Jesuit Historical Institute. 44. 1983. 9788870413441.
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The Encyclopedia exists whether or not anything is for sale. Corrections are recorded rather than overwritten, and every version of this record is kept. Published 14 August 2026.
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