一只蜜蜂看到 ● ● 和 ● ● ●,它能分辨 2 和 3?甚至还能理解 less than / greater than?听起来很像把人类的"数学能力"硬套到昆虫身上。过去一些实验确实发现,蜜蜂可以学习比较数量,甚至面对以前没见过的数量时也能把学到的规则迁移过去。但是后来出现了一个很合理的质疑:What if the bees are not counting at all? 也许蜜蜂根本没有处理"数量",它们只是发现图案越多、画面越密、视觉纹理越复杂,然后利用这些 visual cues 做选择。2026 年 4 月,Monash University 等机构的研究团队在 Proceedings of the Royal Society B 发表了一项新研究,重新检查了这场争论。他们最后提出了一个特别适合高考阅读的观点:When studying an animal's mind, we have to ask what the world looks like to that animal — not to us. 如果实验设计忽略了蜜蜂真正能看见什么,我们可能连问题都问错了。
发布时间:23 April 2026
原文链接:monash.edu/news/articles/bees-pass-the-maths-test-study-confirms-insects-arent-just-winging-it
对应研究:Proceedings of the Royal Society B — Stimuli that fit: a biology-aligned approach to numerical cognition research,Mirko Zanon et al.,2026, Volume 293, Issue 2069
DOI:10.1098/rspb.2025.3057(开放获取)
研究讨论的是一个动物认知领域长期存在的问题:蜜蜂是真的能够处理 numerosity("几个东西"),还是只是在依赖 spatial frequency 等视觉特征进行判断?Monash 团队认为,之前一些否定蜜蜂数量认知能力的分析,没有充分考虑蜂眼真正能够分辨的视觉范围。论文核心观点并不仅仅是 Bees can count,更重要的是:Animal cognition experiments must be designed around the sensory abilities of the animal being tested.

Humans often think of numbers as a highly advanced form of thought. Yet research over the past several decades has suggested that numerical abilities may not be limited to humans. Birds, fish and even insects have shown an ability to distinguish between different quantities.
Honeybees are a particularly surprising example. In previous experiments, researchers trained bees to choose between images containing different numbers of objects. Some bees learned rules such as "choose the smaller number" or "choose the larger number." They were then able to apply these rules to new combinations that they had not seen during training. In one well-known experiment, bees trained to choose the smaller quantity even selected an empty image — representing zero — when it was presented against images containing objects. Such findings seemed to suggest that bees were processing numerical information.
But not everyone agreed. Some scientists argued that the bees might have been responding to simpler visual features rather than number itself. For example, a picture containing five objects may differ from a picture containing two objects not only in number but also in total area, edge length, density or visual complexity. One possible cue is spatial frequency, which describes how often patterns or changes in light and dark appear across a visual scene. If pictures with larger numbers also tend to contain different spatial frequencies, bees might learn to use this visual property instead of counting the objects.
This criticism raised an important question: Were the bees really responding to number, or were humans mistaking a simple visual strategy for numerical thought?
A team of researchers from several universities has now re-examined the debate. Their argument begins with a basic principle: before deciding what visual information an animal is using, scientists must first know what that animal is actually capable of seeing.
A bee does not see the world the way a human does. Honeybee eyes have much lower spatial resolution than human eyes. Fine visual patterns that are obvious to us may appear blurred or may not be detectable by a bee at all. Previous research has measured these limits. Honeybees are mainly able to distinguish relatively low spatial frequencies — broad patterns rather than very fine details. Their ability to tell patterns apart falls sharply as spatial frequency increases.
The researchers noticed a problem with an earlier criticism of the numerical experiments. That analysis had removed the lowest spatial frequencies when calculating the visual properties of the images. Yet those low frequencies are precisely the range that honeybees are best able to see. As a result, the analysis may have given strong importance to visual information that was clear to a human or a computer calculation but much less useful to a bee.
The new team therefore recalculated the properties of the experimental images while including the full range of spatial frequencies relevant to honeybee vision. The result changed the picture. Once the analysis was adjusted to match what bees can actually perceive, the previously reported close relationship between spatial frequency and number disappeared. The visual cue alone could no longer explain the bees' earlier performance.
Another piece of evidence came from the "zero" test. Imagine a bee that has been trained to choose the smaller number. It has learned from images containing several objects. Then it is given a choice between an image with objects and a completely empty image. If the animal relies only on familiar patterns or visual complexity, an empty image should present a serious problem. It does not resemble the training images in the same way. Yet bees in previous experiments successfully chose the empty set as the smaller quantity. For the researchers, this behavior is difficult to explain using spatial frequency alone. It strengthens the case that the bees were responding, at least partly, to numerical information.
The scientists are careful not to claim that bees understand numbers exactly as humans do. Nor do they argue that visual features such as spatial frequency are irrelevant. Bees certainly use many visual cues when navigating, finding flowers and making decisions. Instead, the study makes a more specific point: a proposed alternative explanation must itself be biologically possible. If an analysis depends mainly on visual details that an animal cannot actually resolve, it may tell us more about human assumptions than about the animal's strategy.
This lesson extends beyond bees. Scientists studying animal intelligence often design tasks from a human point of view. But different species experience very different sensory worlds. Some animals see ultraviolet light. Others depend heavily on smell, sound or vibration. A task that seems simple to a human may be nearly impossible for another species — or difficult for reasons unrelated to the ability researchers intended to test.
Understanding animal cognition therefore requires more than asking whether an animal succeeds or fails. Scientists must also ask: What information was actually available to the animal when it made the decision?
这篇真正高级的地方不是 Bees are smart,而是研究者在质疑一个 alternative explanation。旧实验:Bees choose according to number。后来有人说:Maybe they use spatial frequency instead——这当然是一个合理质疑。但新论文继续追问:Can bees actually perceive the particular spatial information used in that explanation? 如果理论上的 cue 动物实际上根本看不清,那么这个 alternative explanation 就会明显变弱。全文真正的逻辑是:
↓ possible explanation A:numerosity
↓ possible explanation B:visual cues
↓ test whether B is biologically plausible
↓ reanalysis weakens B
↓ numerical explanation becomes stronger
这就是非常标准的高考 D 篇研究逻辑。
这个词看起来很专业,其实不需要学物理定义。你只需要知道:它和图像中 light / dark patterns 以及 visual detail 的重复频率有关。简单理解:low spatial frequency——比较大的、粗略的图案;high spatial frequency——更多细小变化和精细纹理。而蜜蜂的视觉系统更适合处理 relatively coarse visual information,对特别精细的高频视觉细节辨别能力有限。
旧分析做了一件事情:计算实验图片里的 spatial frequency,但是它去掉了一部分 low-frequency information。问题来了:偏偏蜜蜂主要能利用的,就是 low spatial frequencies。也就是说,分析人员认为重要的信息,和蜜蜂真正能看到的信息,可能根本不是一套东西。新研究于是 recalculated the visual properties using the frequency range biologically relevant to bees,然后原来所谓"spatial frequency closely tracks number"的关系明显变弱。
我们看到一张图片觉得"这个图案明显更密啊",但"明显"对谁?对人类明显,并不意味着蜜蜂看到的也是同样的信息。动物认知研究有一个非常重要的原则:The relevant world is the animal's perceptual world. 研究者在论文中强调,实验刺激和数据分析应该符合被研究动物的 sensory and psychophysical constraints。
假设蜜蜂学习的是 choose the smaller number:训练的时候 ● ● ● ● vs. ● ●,然后突然测试:空白 vs. ● ●,蜜蜂选择空白。为什么这个结果重要?因为"零个东西"在视觉上和之前那些有多个黑色形状的图片差别非常大。如果蜜蜂只是在机械匹配某种图案密度,这个测试会变得很难解释。而此前实验中,蜜蜂依然能够把 empty set 放到"less than"这一边。新论文认为,这个 control test 是支持数量加工的重要证据之一。
媒体标题当然可以说 Bees pass the maths test——这是传播标题。但科学结论更加谨慎:研究支持 honeybees can process numerical information,不等于 honeybees understand mathematics like humans,更不等于 bees can calculate equations。这是非常典型的 scientific claim vs. media headline。
论文讨论 spurious correlations。前面的背景是:有人发现"number 增加"和"某种视觉指标增加"看起来高度相关。但新研究认为,这种相关关系部分来自分析方式本身。所以 spurious 最接近:appearing to be real or meaningful, but actually misleading——表面存在、但可能具有误导性的。

蜜蜂数量实验经常使用 Y-maze,结构非常简单:蜜蜂从中间进入,前面分左路和右路,两边各放一张图(比如左边 ● ●,右边 ● ● ● ●)。如果蜜蜂选择符合训练规则的一侧,就获得 sugar water reward。长期训练以后,再给它从没见过的新图片——这时候才真正有意思:如果它只是背图片,新图片应该让它失败;如果仍然能够 apply the rule to novel stimuli,就说明它可能学到了比"记住一幅图"更抽象的东西。原论文回顾了这类数量判断和规则迁移实验,并特别强调实验刺激必须符合蜂类视觉分辨能力。
全文其实在提醒:如果一个动物实验失败,不一定说明 The animal lacks the ability,可能还有另一种解释:The task was poorly matched to the animal's sensory system. 举个最极端的例子:如果你用红色和绿色测试一种根本分不清这两种颜色的动物,最后它做错了,你不能立刻说 This animal cannot learn categories——也许只是你给它的信息,它根本看不见。
2. empty set ≠ the written symbol "0"
3. spatial frequency cannot fully explain the result ≠ bees never use spatial frequency
4. evidence supports numerical processing ≠ scientists have completely proved how bees think
5. bees cannot resolve some fine patterns ≠ bees have poor vision in every respect
6. stimulus looks different to a bee ≠ the physical image itself changes(变化的是 perception,不是图片)
7. experimental failure ≠ absence of ability(这是全文最值得记的一组)
2. cue — visual cue,线索。高考科学研究类高频。
3. perceive — what bees can perceive,感知、察觉。名词:perception。
4. resolve — 在视觉语境:resolve fine patterns,分辨清楚细节。不是"解决问题"。
5. discriminate — discriminate between two quantities,区分。名词:discrimination。
6. constraint — sensory constraints,限制、约束条件。
7. relevant — biologically relevant information,在生物学上真正相关的。
8. spurious — spurious correlation,虚假的 / 具有误导性的相关关系。
9. extrapolate — extrapolate a learned rule to new quantities,把学到的规律推广到新的情况。科研阅读高频。
这一篇只需要三个步骤:
3 分钟:只讲一个核心错误 — 写 Human-visible ≠ Bee-visible,然后问:为什么之前的 spatial-frequency 解释可能有问题?答案:It relied on visual information outside or poorly matched to the bee's useful visual range.
5 分钟:做 Q3、Q5、Q9 — 分别训练:为什么重新分析、证据有什么作用、研究如何迁移到更广的问题。到这里结束。
难度定位:C 篇偏难—D 篇
核心考点:核心争议题、词义猜测题、研究方法题、实验设计题、证据作用题、结论边界题、例子作用题、generalization、迁移推断题、最佳标题题
numerical processing → 偷换成 mathematics
empty set → 偷换成 symbol zero
cannot explain solely → 偷换成 has no effect
evidence supports → 偷换成 proves completely
some visual frequencies → 偷换成 all visual information
sensory limitation → 偷换成 low intelligence
task performance → 偷换成 ability itself
monash.edu/news/articles/bees-pass-the-maths-test-study-confirms-insects-arent-just-winging-it
研究团队重新审视关于蜜蜂数量认知的争论。他们指出,此前认为蜜蜂可能仅利用 spatial frequency 完成数量任务的分析,没有充分纳入蜂类视觉最敏感的低空间频率范围;当按蜜蜂实际的视觉能力重新计算后,原先支持这种替代解释的相关关系不再成立。
Proceedings of the Royal Society B — Stimuli that fit: a biology-aligned approach to numerical cognition research,Mirko Zanon et al.,2026,Volume 293, Issue 2069
DOI:10.1098/rspb.2025.3057(开放获取)
论文进一步指出,研究动物认知时,实验刺激、观看距离、视觉角度及数据分析都必须符合该物种已知的感知限制;否则看起来合理的"替代解释",可能实际上依赖动物无法有效使用的信息。主体阅读材料为根据上述报道与研究整理改写的高考化版本,非原文全文。
发现一个现象以后,科学家提出 Explanation A;其他人质疑:也许是 Explanation B。下一步不能看谁说得更像,而是继续验证:Does B fit the evidence — and is B biologically possible?
这就是高考 D 篇特别喜欢的一种阅读逻辑:observation → competing explanations → methodological challenge → reanalysis → more careful conclusion.
下期外刊精读,继续带你押考点