The Minimum Cumulative Distribution (MCD) is a statistical concept that describes the lowest value in a cumulative distribution function (CDF). A CDF shows the probability that a random variable will take a value less than or equal to a specific point. The MCD helps identify the minimum threshold of data points in a given dataset, providing insights into the distribution's behavior. In practical applications, the MCD can be useful in fields like finance, engineering, and environmental science. By understanding the minimum values within a distribution, analysts can make informed decisions based on risk assessment and resource allocation.