Plant arithmetic

Plant arithmetic is a form of plant cognition whereby plants appear to perform arithmetic operations – a form of number sense in plants.

Arithmetic by species

Venus flytrap

The Venus flytrap can count to two and five in order to trap and then digest its prey.

  1. Böhm, Jennifer; Scherzer, Sönke; Krol, Elzbieta; Kreuzer, Ines; von Meyer, Katharina; Lorey, Christian; Mueller, Thomas D.; Shabala, Lana; Monte, Isabel; Solano, Roberto; Al-Rasheid, Khaled A.S.; Rennenberg, Heinz; Shabala, Sergey; Neher, Erwin; Hedrich, Rainer (February 2016). “The Venus Flytrap Dionaea muscipula Counts Prey-Induced Action Potentials to Induce Sodium Uptake”Current Biology26 (3): 286–295. doi:10.1016/j.cub.2015.11.057PMC 4751343PMID 26804557.
  2. “Plants count to five”. Nature529 (7587): 440. 2016. doi:10.1038/529440aS2CID 49905733. Retrieved 20 September 2020.
This animation shows a Venus Flytrap (Dionaea muscipula) closing after one of the trigger hairs is stimulated. Total time: 27 seconds.

The Venus flytrap is a carnivorous plant that catches its prey with a trapping structure formed by the terminal portion of each of the plant’s leaves, which is triggered by tiny hairs on their inner surfaces. When an insect or spider crawling along the leaves contacts a hair, the trap prepares to close, snapping shut only if a second contact occurs within approximately twenty seconds of the first strike. The requirement of redundant triggering in this mechanism serves as a safeguard against wasting energy by trapping objects with no nutritional value, and the plant will only begin digestion after five more stimuli to ensure it has caught a live bug worthy of consumption.

The mechanism is so highly specialized that it can distinguish between living prey and non-prey stimuli, such as falling raindrops; two trigger hairs must be touched in succession within 20 seconds of each other or one hair touched twice in rapid succession, whereupon the lobes of the trap will snap shut, typically in about one-tenth of a second.

  1. Raven, Peter H.; Evert, Ray Franklin; Eichhorn, Susan E. (2005). Biology of Plants (7th ed.). W.H. Freeman and Company. ISBN 978-0-7167-1007-3.
  2. Forterre, Yoël; Skotheim, Jan M.; Dumais, Jacques; Mahadevan, L. (27 January 2005). “How the Venus flytrap snaps” (PDF). Nature433 (7024): 421 425. Bibcode:2005Natur.433..421Fdoi:10.1038/nature03185PMID 15674293S2CID 4340043. Archived from the original (PDF) on 2 December 2007.

Arabidopsis thaliana

Arabidopsis thaliana in effect performs division to control starch use at night.

  1. Ledford, Heidi (24 June 2013)“Plants perform molecular maths”Naturedoi:10.1038/nature.2013.13251S2CID 124849485.

Most plants accumulate starch by day, then metabolize it at a fixed rate during night time. However, if the onset of darkness is unusually early, Arabidopsis thaliana reduces its use of starch by an amount that effectively requires division. However, there are alternative explanations, such as feedback control by sensing the amount of soluble sugars left. As of 2015, open questions remain.

  1. Scialdone, Antonio; Mugford, Sam T; Feike, Doreen; Skeffington, Alastair; Borrill, Philippa; Graf, Alexander; Smith, Alison M; Howard, Martin (25 June 2013). “Arabidopsis plants perform arithmetic division to prevent starvation at night”eLife2: e00669. arXiv:1306.5148doi:10.7554/eLife.00669PMC 3691572PMID 23805380.
  2. Webb, A. A. R.; Satake, A. (5 March 2015). “Understanding Circadian Regulation of Carbohydrate Metabolism in Arabidopsis Using Mathematical Models”Plant and Cell Physiology56 (4): 586–593. doi:10.1093/pcp/pcv033PMID 25745029.
  3. Feugier, François G.; Satake, Akiko (2013). “Dynamical feedback between circadian clock and sucrose availability explains adaptive response of starch metabolism to various photoperiods”Frontiers in Plant Science3: 305. doi:10.3389/fpls.2012.00305PMC 3544190PMID 23335931.
  4. Scialdone, Antonio; Howard, Martin (31 March 2015). “How plants manage food reserves at night: quantitative models and open questions”Frontiers in Plant Science6: 204. doi:10.3389/fpls.2015.00204PMC 4379750PMID 25873925.

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