Correlations Between COVID-19 and Dengue

This paper presents a neural network-based correlation model demonstrating similar trends between COVID-19 and Dengue cases, which is extended into an LSTM framework to predict Dengue infections in regions with insufficient data by leveraging COVID-19 statistics and external factors.

Paula Bergero, Laura P. Schaposnik, Grace Wang

Published 2026-03-09
📖 5 min read🧠 Deep dive
⚕️

This is an AI-generated explanation of a preprint that has not been peer-reviewed. It is not medical advice. Do not make health decisions based on this content. Read full disclaimer

Imagine the world as a giant, chaotic dance floor. On this floor, two very different viruses are trying to get people to dance: Dengue (spread by mosquitoes) and COVID-19 (spread by people breathing on each other).

Usually, scientists study these two dancers separately. But this paper asks a fascinating question: "Are they dancing to the same beat?"

The authors, a team of researchers, decided to use a Digital Crystal Ball (called a Neural Network) to see if they could predict when Dengue would spike by looking at how COVID-19 was behaving. Here is the story of their discovery, broken down into simple parts.

1. The Big Idea: Two Diseases, One Rhythm?

For a long time, people thought Dengue and COVID-19 were totally unrelated. One is a tropical mosquito problem; the other is a respiratory pandemic.

However, the researchers noticed something strange in countries like Brazil, Peru, and Colombia. When COVID-19 cases went up, Dengue cases often went up too. When COVID went down, Dengue seemed to follow. It was like two dancers who, despite wearing different shoes, were accidentally stepping on each other's toes at the exact same time.

2. The Tool: The "Digital Crystal Ball" (Neural Networks)

To figure out if this was a coincidence or a real pattern, the team built a Neural Network.

  • Think of it like a super-smart student. You give this student a stack of data (numbers of sick people, weather reports, holiday calendars) and say, "Figure out the pattern."
  • The student looks at the data, makes a guess, sees if it's wrong, and tries again. Over and over, it learns the "rules" of the dance floor.

3. The Ingredients: What Makes the Dance Happen?

The researchers didn't just look at the virus counts. They fed the "student" three main ingredients to see what influenced the dance:

  • The Weather (Temperature & Humidity): Mosquitoes love heat and rain. If it's hot and humid, Dengue usually spikes. The student learned that while weather matters, it wasn't the only thing driving the pattern.
  • The Holidays: This was a big surprise. The student noticed that during big holidays (like Christmas or Carnival), the number of cases for both diseases changed.
    • Analogy: Imagine a party. When the music stops for a holiday, people might stay home (lowering COVID spread), but they might also let their guard down and let mosquitoes bite them (changing Dengue spread). The model found that holidays act like a "volume knob" for both diseases.
  • The Population: They weighed the data by how many people lived in a city, so a big city like São Paulo counted more than a small town.

4. The Experiment: Teaching the Model

The team first taught their "Digital Crystal Ball" using data from Brazil, the country with the most data.

  • The Result: The model got really good at predicting COVID-19 cases if it knew the Dengue numbers, the weather, and the holidays.
  • The "Contraction" Effect: The model was so good at finding the trend (the ups and downs) that it sometimes smoothed out the jagged edges. It was like a weather forecast that correctly predicted "it will rain," but didn't quite predict the exact intensity of the storm.

5. The Magic Trick: Predicting the Unknown

This is where the paper gets really cool. The researchers took their trained "Digital Crystal Ball" and tried to use it on countries where Dengue data was missing or messy, like Cambodia (in Asia) and Kenya (in Africa).

  • The Problem: These countries had good COVID-19 data, but their Dengue records were incomplete or hard to find.
  • The Solution: They told the model, "We know the COVID-19 numbers for Kenya. We know the weather. We know the holidays. Now, use the pattern you learned in Brazil to guess what the Dengue numbers should be."
  • The Outcome: The model successfully predicted the peaks and valleys of Dengue in Kenya and Cambodia, even without having the actual Dengue numbers to start with! It was like guessing the plot of a movie sequel just by watching the first movie and knowing the director's style.

6. The "Time Machine" (LSTM)

The researchers also tried a more advanced version of their model called LSTM (Long Short-Term Memory).

  • Analogy: A standard model is like looking at a photo and guessing what happens next. An LSTM is like watching a video. It remembers what happened yesterday, last week, and last month to understand the flow of time.
  • This helped them predict future trends even better, accounting for the fact that diseases don't just happen in a vacuum; they have a history.

7. The Takeaway: Why Does This Matter?

The paper concludes that these two diseases are surprisingly linked, likely because they are both affected by the same human behaviors (holidays, lockdowns) and environmental factors (heat, rain).

Why should you care?

  • For Health Officials: If you see a huge spike in COVID-19, you might want to prepare for a Dengue spike too, even if you don't have perfect mosquito data yet.
  • For the Future: This "Digital Crystal Ball" can help countries that don't have enough money or staff to track every mosquito bite. They can use the data they do have (like COVID stats) to guess where the next Dengue outbreak will hit, allowing them to send medicine and mosquito nets to the right place before the disaster happens.

In short: The researchers built a smart computer that learned that when the world dances to the rhythm of a pandemic, the mosquitoes often dance right along with it. By understanding that rhythm, we can be better prepared for the next step.