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, the term is exactly 1, and the product reaches its local minimum. As
) act as "decay factors," significantly reducing the product's value before the linear growth of eventually dominates the exponential growth of 14k14 to the k-th power 2. Sequence Analysis
, each fraction is less than 1. The product rapidly approaches zero. At
, the term is exactly 1, and the product reaches its local minimum. As
) act as "decay factors," significantly reducing the product's value before the linear growth of eventually dominates the exponential growth of 14k14 to the k-th power 2. Sequence Analysis
, each fraction is less than 1. The product rapidly approaches zero. At