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Optimizing COVID-19 Testing Efficiency with Pool Testing and Probabilistic Models

&v-highlight;Domain:&:v-highlight; Diagnostic Testing

&v-highlight;Client:&:v-highlight; Government/Public Health

&v-highlight;Industry:&:v-highlight; Healthcare

85%

Test kits could be saved

80%

Man-hours could be reduced

5X

Population could be tested in the same time

Hand holding a glowing heart outline with medical symbols, representing innovative COVID-19 test solutions like Mechsoft’s pool-testing algorithm that reduced testing requirements during the pandemic.
Executive summary
Overview
Business challenge
Solution approach
Results/Impact

Summary

During the peak of the COVID-19 pandemic, &v-highlight;limited availability of test kits&:v-highlight; made large-scale testing nearly impossible. Parag Shah, CEO of Mechsoft Digital Technologies, developed a probabilistic pool testing algorithm that minimized the number of tests required without compromising accuracy. This innovative approach &v-highlight;reduced testing requirements by up to 85%,&:v-highlight; earning top-rank recognition at the PAN-IIT Innovation Challenge.

Overview

The COVID-19 pandemic placed immense pressure on &link-/industry-specific-solutions/custom-healthcare-software-development-company; healthcare &:link-/industry-specific-solutions/custom-healthcare-software-development-company; systems worldwide. With millions requiring a COVID-19 test and only a limited number of kits available, governments needed smarter ways to manage testing resources. Pool testing, where multiple samples are tested together, offered a potential solution. But optimizing the pool size and configuration based on infection rates required complex probabilistic reasoning.

Business challenge

The primary challenge was balancing &v-highlight;limited testing capacity&:v-highlight; with the need to screen large populations quickly and accurately.

&v-highlight;Key challenges included: &:v-highlight;

  • Designing an algorithm that adapts &v-highlight;dynamically to changing infection rates.&:v-highlight;
  • Ensuring minimal false negatives while maximizing test efficiency.
  • Managing &v-highlight;probability density variations&:v-highlight; as infection concentrations shifted geographically and temporally.

Governments and health organizations sought a model that could maximize test coverage while minimizing kit usage, especially in resource-constrained regions.

The Solution: Probabilistic Pool Testing Algorithm

Parag Shah applied his expertise in complex problem solving and mathematical modeling to design a &v-highlight;probability-based pool testing algorithm&:v-highlight; that addressed these challenges effectively.

&v-highlight;Core Innovations : &:v-highlight;

  • &v-highlight;Dynamic Pool Size Adjustment:&:v-highlight; The algorithm automatically recalculated optimal pool sizes based on current positivity rates and population density.
  • &v-highlight;Probabilistic Modeling:&:v-highlight; Leveraged Bayesian and &v-highlight;density-based models&:v-highlight; to minimize redundant testing cycles.
  • &v-highlight;Efficiency-Driven Design:&:v-highlight; Reduced the number of required tests without increasing false negatives or testing time.
  • &v-highlight;Scalable Implementation:&:v-highlight; This model is adaptable accross different regions, testing infrastructures, and outbreak stages.

This algorithm emerged as the best solution at the PAN-IIT Innovation Challenge, standing out among multiple submissions across India.

Results/Impact

  • 85% reduction in the number of COVID-19 tests required.
  • Enabled faster testing of large populations using limited resources.
  • Provided a scalable and adaptable model for government healthcare systems.
  • Demonstrated how AI-inspired probabilistic modelling can solve real-world crises.

Looking to apply advanced algorithms and AI-based problem-solving to real-world challenges?

Talk to Mechsoft — Contact Mechsoft to explore how we can help you innovate.

All information on this website is verifiable. Feel free to ask for Details.
All information on this website is verifiable. Feel free to ask for Details.

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