| Literature DB >> 29755217 |
Apar Avinash Saoji1, B R Raghavendra1, S K Rajesh1, N K Manjunath1.
Abstract
BACKGROUND: There is very little evidence available on the effects of yoga-based breathing practices on response inhibition. The current study used stop-signal paradigm to assess the effects of yoga breathing with intermittent breath holding (YBH) on response inhibition among healthy volunteers.Entities:
Keywords: Breath awareness; Kumbhaka; breath holding; cognition; pranayama; stop-signal task; yoga
Year: 2018 PMID: 29755217 PMCID: PMC5934957 DOI: 10.4103/ijoy.IJOY_65_16
Source DB: PubMed Journal: Int J Yoga ISSN: 0973-6131
Figure 1Schematic representation of one cycle of the practice of yoga breathing with intermittent breath holding
Figure 2Schematic representation of the stop-signal paradigm. The stop-signal task consists of go and stop-signal trials. A circle is presented for 500 ms, followed by a presentation of an arrow pointing either left or right. Participants are instructed to respond as fast as possible by pressing a left or right button, depending on the direction of the arrow. In the stop trials, an auditory stop signal occurs after the presentation of the arrow, and on these trials, participants must try to withhold their responses. The latency to the sound (the stop signal delay) varies dynamically throughout the study to produce the stop-signal delay 50, where participants can inhibit approximately 50% of their responses. The stop-signal reaction time is calculated as the median go reaction time minus the stop-signal delay 50, according to the race model.[19] Image courtesy: Madsen et al., 2009[41]
Figure 3Illustration of the probabilities of responding on stop-signal trials based on the horserace model (Logan and Cowan, 1984), given the distribution of no-signal reaction times (primary task reaction time), the stop-signal delay, and the stop-signal reaction time. Probability of responding on stop-signal trials is represented by the area under the curve to the left of the dashed line. Image courtesy: Verbruggen et al., 2008
Group mean±standard deviation values for the stop-signal task
Results of the repeated measures analysis of variance