2022
DOI: 10.3389/fpls.2022.934359
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Crop resilience via inter-plant spacing brings to the fore the productive ideotype

Abstract: Natural selection favors the competitive ideotype, enabling native plants to survive in the face of intense competition. The productive ideotype is the goal of artificial selection to achieve high crop yields via the efficient use of resources in a self-competition regime. When breeding is established under inter-genotypic competition, the competitive ideotype dominates and may fictitiously become selectable. The productive ideotype becomes selectable at the nil-competition regime, where widely spaced individu… Show more

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Cited by 4 publications
(2 citation statements)
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“…Maintaining optimal plant spacing can lead to more e cient resource utilization, such as water and nutrients, and contribute to increased grain yield [133]. Furthermore, optimizing PD can minimize competition between plants, promoting uniform growth and development resulting in increasing crop yields [134]. In addition to its potential impact on yield, the SC pipeline's ability to analyze PD can also be used to improve crop models.…”
Section: Plant Distribution Assessmentmentioning
confidence: 99%
“…Maintaining optimal plant spacing can lead to more e cient resource utilization, such as water and nutrients, and contribute to increased grain yield [133]. Furthermore, optimizing PD can minimize competition between plants, promoting uniform growth and development resulting in increasing crop yields [134]. In addition to its potential impact on yield, the SC pipeline's ability to analyze PD can also be used to improve crop models.…”
Section: Plant Distribution Assessmentmentioning
confidence: 99%
“…The main feature of HSDs is that individual plants are placed either in the center or vertices of a honeycomb pattern, and the inter-plant distance excludes plant-to-plant interference for any input. The growth of plants at nil-competition allows their maximum phenotypic expression and differentiation, which according to the breeder's equation of expected response to selection [11], is a prerequisite for the successful selection of high-yielding and stable genotypes [12][13][14]. Furthermore, with a standardized, even, and systematic entry layout instead of the randomized configuration to implement the main principles met in other models, such as blocking, replication, and nearest neighbor adjustment on the same baseline, the HSD model is more efficient than the popular ones in reducing the experimental error [15].…”
Section: Introductionmentioning
confidence: 99%