2000 studio album by Jega
| Geometry | ||||
|---|---|---|---|---|
 | ||||
| Studio album by Jega | ||||
| Released | 16 October 2000 | |||
| Genre | Electronic | |||
| Length | 56:15 | |||
| Label | Planet Mu | |||
| Jega chronology | ||||
| ||||
Geometry is the second album by the electronic musician Jega, released in 2000 on the Planet Mu and Matador labels.
Track listing
| No. | Title | Length |
|---|---|---|
| 1. | "Alternating Bit" | 4:09 |
| 2. | "Syntax Tree" | 4:00 |
| 3. | "Recursion" | 4:25 |
| 4. | "Geometry" | 4:36 |
| 5. | "Rigid Body Dynamics" | 3:56 |
| 6. | "Doric" | 5:16 |
| 7. | "Breakpoint Envelope" | 4:48 |
| 8. | "Inertia" | 5:51 |
| 9. | "Binary Space" | 2:56 |
| 10. | "Static" | 4:14 |
| 11. | "Post Mid Arc" | 4:11 |
| 12. | "Motion Math" | 4:44 |
| 13. | "Subdivision Surfaces" | 3:10 |
Reception
| Review scores | |
|---|---|
| Source | Rating |
| Pitchfork | 6.5/10 |
| AllMusic |   |
| PopMatters | (not rated) |
| Chicago Reader | (not rated) |
| Headphone Commute | Favorable |
Sam Eccleston, writing for Pitchfork, called the album "a fascinating, if not moving, musical experience". Mike Bruno of the Chicago Reader wrote a similarly positive review and compared it with Jega's previous album Spectrum, stating that Geometry for Jega "represents a step toward being taken more seriously as an electronic composer".
References
- ^ "Jega - Geometry". AllMusic. Archived from the original on 2 October 2012. Retrieved 26 March 2021.
- ^ Sam Eccleston (17 October 2000). "Jega - Geometry". Pitchfork. Archived from the original on 25 November 2020. Retrieved 26 March 2021.
- "Jega: Geometry". PopMatters. 16 October 2000.
- ^ Mike Bruno (16 November 2000). "Not So Merry Melodies". Chicago Reader.
- "Jega: Gemoetry (Planet Mu)". Headphone Commute. Archived from the original on 28 October 2016. Retrieved 26 March 2021.
External links
- Geometry at the Planet Mu website
- Geometry at MusicBrainz (list of releases)
 | This 2000s electronic music album-related article is a stub. You can help Misplaced Pages by expanding it. |