| Literature DB >> 25520814 |
Lucia F Jacobs1, Randolf Menzel2.
Abstract
Space is continuous. But the communities of researchers that study the cognitive map in non-humans are strangely divided, with debate over its existence found among behaviorists but not neuroscientists. To reconcile this and other debates within the field of navigation, we return to the concept of the parallel map theory, derived from data on hippocampal function in laboratory rodents. Here the cognitive map is redefined as the integrated map, which is a construction of dual mechanisms, one based on directional cues (bearing map) and the other on positional cues (sketch map). We propose that the dual navigational mechanisms of pigeons, the navigational map and the familiar area map, could be homologous to these mammalian parallel maps; this has implications for both research paradigms. Moreover, this has implications for the lab. To create a bearing map (and hence integrated map) from extended cues requires self-movement over a large enough space to sample and model these cues at a high resolution. Thus a navigator must be able to move freely to map extended cues; only then should the weighted hierarchy of available navigation mechanisms shift in favor of the integrated map. Because of the paucity of extended cues in the lab, the flexible solutions allowed by the integrated map should be rare, despite abundant neurophysiological evidence for the existence of the machinery needed to encode and map extended cues through voluntary movement. Not only do animals need to map extended cues but they must also have sufficient information processing capacity. This may require a specific ontogeny, in which the navigator's nervous system is exposed to naturally complex spatial contingencies, a circumstance that occurs rarely, if ever, in the lab. For example, free-ranging, flying animals must process more extended cues than walking animals and for this reason alone, the integrated map strategy may be found more reliably in some species. By taking concepts from ethology and the parallel map theory, we propose a path to directly integrating the three great experimental paradigms of navigation: the honeybee, the homing pigeon and the laboratory rodent, towards the goal of a robust, unified theory of animal navigation.Entities:
Keywords: Cognitive map; Geometry; Hippocampus; Landmark; Locomotion; Parallel map theory
Year: 2014 PMID: 25520814 PMCID: PMC4267593 DOI: 10.1186/2051-3933-2-3
Source DB: PubMed Journal: Mov Ecol ISSN: 2051-3933 Impact factor: 3.600
Figure 1A schematic comparison of the spatial scale and extended cues of a representative navigation environment compared to the cues available to the animal navigating a radial-arm maze in a representative laboratory test room.
Figure 2Radar tracks of navigating honeybees under four different conditions. A. Dance-directed flights and homing flights. The test bee followed a dancing bee that indicated a feeding place 200 m east of the hive. When leaving the hive she was released at the site R. She flew 200 m east (lower red line), searched briefly at the terminal of her dance-directed flight, and returned to the release site (upper red line) where she searched in systematic loops and then flew straight back to the hive (green line) [32]. B. Homing flights via the feeder. In this experiment bees foraged at the feeder (F) 200 m east of the hive. Two test bees were captured when preparing to fly back to the hive (H) and released at either 300 m south or north of the hive. After search flights they flew first to the feeder and then back to the hive [32]. C. Short-cutting flights between experienced and communicated locations. The bee was trained to a feeder (FT, triangle) 650 m north of the hive (H). After one day of no food at this feeder, she attended a dance of a bee that indicated the place FD (triangle with green circle), 650 m away from the hive and under 30° to the hive-feeder direction. She flew first to FT and then crossed over to FD, from there returning to the hive [33]. D. Short-cutting flights depend on the absolute distance between experienced and dance-indicated place. This is the same experimental design as in C, above, but with only 300 m distance between hive and FT or FD. Here bees performed short-cutting flights between FT and FD in the 60° tests as well, not only in the 30° test with distances of 650 m between hive and FT or hive and FD [33].
Figure 3A comparison of mazes used to study map-like behavior in the laboratory rat, drawn to the same scale. A. Marquee water maze of Benhamou [84]. B. Enclosed tunnel kite maze of Roberts et al. [89]. C. Enclosed linked box and alley maze of Grieves et al. [13]. D. Training maze of Tolman et al. [94]. E. Test maze of Tolman et al. [94]. F. Three-table maze of Maier, 1932 [91].