Can Maths Predict the Future? - Hannah Fry at Ada Lovelace Day 2014

The Royal Institution10 minutes read

The speaker's presentation, now titled "Can you predict the future with maths?", demonstrated how random number generation and Benford's Law reveal patterns that can inform predictions, despite their inherent uncertainties. By utilizing data from Twitter followers and newspapers, the speaker illustrated that mathematical patterns, such as those seen in repeat burglaries, can assist in identifying crime hotspots and potentially reduce crime rates by up to 19%.

Insights

  • The speaker, through their presentation titled "Can you predict the future with maths?", demonstrates how random number generation can reveal underlying patterns in data, such as those described by Benford's Law, which suggests that numbers starting with 1 appear more frequently than those starting with higher digits. This highlights the potential for mathematical principles to inform predictions, even when precise forecasting is not achievable.
  • Additionally, the speaker emphasizes the practical application of mathematical insights in real-world scenarios, such as using an iPad app developed by mathematicians to help police identify burglary hotspots. This approach has led to significant reductions in crime rates, illustrating how data patterns can be leveraged to enhance public safety and inform strategic decision-making.

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Recent questions

  • What is Benford's Law?

    Benford's Law is a statistical principle that describes the frequency distribution of leading digits in many real-life sets of numerical data. According to this law, the number 1 appears as the leading digit about 30% of the time, while larger digits occur less frequently, with 9 being the least common leading digit. This phenomenon can be observed in various datasets, including financial records, population numbers, and even social media statistics. The law suggests that in many naturally occurring collections of numbers, the distribution of first digits is not uniform, which can be useful for detecting anomalies or fraud in data analysis.

  • How can math predict future events?

    Mathematics can help predict future events by identifying patterns and trends within data. By analyzing historical data and applying statistical models, mathematicians can make educated guesses about what might happen next. For instance, in the context of social media, analyzing follower counts can reveal trends that suggest future growth or decline. However, it is important to note that while math can provide insights and probabilities, it cannot guarantee accurate predictions due to the inherent randomness and complexity of real-world events. Thus, mathematical predictions are often framed as probabilities rather than certainties.

  • What is repeat victimization in crime?

    Repeat victimization refers to the phenomenon where individuals or locations that have previously experienced a crime are more likely to be targeted again in the future. This pattern is observed in various types of crime, including burglaries, where certain neighborhoods or properties may become hotspots for repeated offenses. The underlying reasons for this trend can include factors such as lack of security measures, familiarity of the offender with the area, or the perceived vulnerability of the victim. Understanding repeat victimization can help law enforcement agencies develop targeted strategies to prevent future crimes in these areas.

  • How do police use data to reduce crime?

    Police departments utilize data analysis to identify crime patterns and hotspots, which can significantly enhance their crime prevention strategies. By employing statistical tools and software, such as an iPad app developed by mathematicians, law enforcement can analyze historical crime data to predict where future crimes are likely to occur. This proactive approach allows police to allocate resources more effectively, increasing patrols in high-risk areas and implementing community safety measures. As a result, some jurisdictions have reported reductions in crime rates by up to 19%, demonstrating the effectiveness of data-driven policing strategies.

  • What are random numbers used for?

    Random numbers are utilized in various fields for a multitude of purposes, including statistical sampling, cryptography, and simulations. In research and experiments, random numbers help ensure that samples are unbiased and representative of a larger population, which is crucial for the validity of results. In the context of predicting outcomes, such as in the speaker's presentation, random numbers can be used to create diverse datasets that reflect real-world variability. This randomness is essential for conducting experiments that aim to uncover patterns or trends, as it minimizes the influence of external factors and allows for more accurate analysis.

Related videos

Summary

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Predicting the Future with Mathematics and Patterns

  • The speaker changed the title of their presentation to "Can you predict the future with maths?" and plans to explore this through a live experiment involving random numbers.
  • Participants are asked to generate ten random numbers from six national newspapers, avoiding percentages, dates, or phone numbers to ensure randomness.
  • The speaker collects Twitter follower counts from four participants, yielding numbers: 3,600, 241, 6,500, and 4,812, to include in the random number set.
  • Additional random numbers from newspapers include 40,000, 55, 12,000, 1,112, and 1,072, creating a diverse set of generated numbers.
  • The prediction, revealed from a sealed envelope, is based on Benford's Law, which states numbers starting with 1 are more common than those starting with higher digits.
  • The speaker explains that patterns in data, like Twitter followers, can help make educated guesses about future events, despite not being able to predict them accurately.
  • The concept of repeat victimization in burglaries shows that areas previously targeted are more likely to be hit again, similar to patterns seen in earthquakes.
  • An iPad app developed by mathematicians helps police identify burglary hotspots, leading to a reduction in crime rates by up to 19% in some areas.
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