Traxmandlová Iva, Steffelová Michaela, Kindlmann Pavel
Centre for Biology, Geoscience and Environmental Education, Faculty of Education, University of West Bohemia, Univerzitní 22, 30100 Pilsen, Czech Republic.
Institute for Environmental Studies, Faculty of Science, Charles University, Benátská 2, 12900 Prague, Czech Republic.
Plants (Basel). 2025 Jan 13;14(2):204. doi: 10.3390/plants14020204.
Species are disappearing worldwide, and changes in climate and land use are commonly assumed to be the most important causes. Organisms are counteracting the negative effects of environmental factors on their survival by evolving various defence strategies, which positively affect their fitness. Here, the question addressed is: can evolution shape these defence strategies so that they positively affect the fitness of an organism? This question is complex and depends on the taxa and environmental factors. Therefore, here, only a special case of this question is studied in deceptive species of orchids: reproductive success (RS, ratio of the number of fruits to the number of flowers produced by a plant during the whole season), a commonly used measure of fitness is used to develop a model describing how RS affects the number of flowers, n, of a plant. This model predicts that: (i) the resulting relationship between RS and n is a positively skewed parabola, (ii) the distribution of the numbers of individuals with a specific number (n) of flowers, NI(n), also resembles a parabola and is also positively skewed, and that (iii) the peak of the distribution of NI is to the left of the peak of RS. A large set of data is presented that supports these predictions. If the data set is small, the concave positively skewed parabolic RS-n dependence is obscured by other factors.
物种正在全球范围内消失,气候和土地利用的变化通常被认为是最重要的原因。生物体通过进化各种防御策略来抵消环境因素对其生存的负面影响,这些策略对它们的适应性有积极影响。在这里,要解决的问题是:进化能否塑造这些防御策略,使其对生物体的适应性产生积极影响?这个问题很复杂,取决于分类群和环境因素。因此,这里仅在兰花的欺骗性物种中研究这个问题的一个特殊情况:繁殖成功率(RS,即植物在整个季节产生的果实数量与花朵数量的比率),这是一种常用的适应性衡量指标,用于建立一个描述RS如何影响植物花朵数量n的模型。该模型预测:(i)RS与n之间的最终关系是一条正偏态抛物线,(ii)具有特定花朵数量(n)的个体数量NI(n)的分布也类似于抛物线,并且也是正偏态的,以及(iii)NI分布的峰值在RS峰值的左侧。给出了大量支持这些预测的数据。如果数据集较小,凹形正偏态抛物线RS - n相关性会被其他因素掩盖。