Scolica enchiriadis is an anonymous ninth-century music theory treatise and commentary on its companion work, the Musica enchiriadis. These treatises were once attributed to Hucbald, but this is no longer accepted.
The Scolica enchiriadis is written as a tripartite dialogue, and despite being a commentary on the Musica enchiriadis, it is nearly three times as long.  Much of the theory discussed by the treatise is indebted to Augustinian conceptions of music, especially its affirmations of the importance of mathematics to music as kindred disciplines of the quadrivium. Later sections draw heavily on the music theory of Boethius and Cassiodorus, two early medieval authors whose works on music were widely read and circulated hundreds of years after their death. The treatise makes use of the monochord to explain interval relations. The treatise also discusses singing technique, ornamentation of plainchant, and polyphony in the style of organum.
The scale used in the work, which is based on a system of tetrachords, appears to have been created solely for use in the work itself rather than taken from actual musical practice. The treatise also uses a very rare system of notation, known as Daseian notation. This notation has a number of figures which are rotated ninety degrees to represent different pitches.
A critical edition of the treatises was published in 1981, and an English translation in 1995.
- Hoppin, Richard H. Medieval Music. Norton, 1978, pp.188-193. ISBN 978-0-393-09090-1.
- Erickson, Raymond. "Musica enchiriadis, Scholia enchiriadis". The New Grove Dictionary of Music and Musicians. London: Macmillan, 2001.
- Anonymous (1981). Hans Schmid, ed. Musica et scolica enchiriadis una cum aliquibus tractatulis adiunctis. Veröffentlichungen der Musikhistorischen Kommission 3. Munich: Bayerische Akademie der Wissenschaften; C. H. Beck. pp. 1–59.
- Link to colour images of the MS of the text (I-Rvat pal. lat. 1342) available via the University of Heidelberg's site.
- Link to colour images of the MS of the text (D-Msb Clm 14372) available via the Bavarian State Library.