
Leaf powers have exponential leaf rank growth.


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leaf-powers-and-leaf-rank-lower-bounds

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The author delves into the complexities of leaf powers, focusing on the leaf rank and its exponential growth in relation to the number of vertices in rooted directed path graphs.
The core argument revolves around proving that the leaf rank of leaf powers can be significantly higher than linear or polynomial, challenging previous assumptions.


Unveiling-Lower-Bounds-for-Leaf-Rank-of-Leaf-Powers


Unveiling Lower Bounds for Leaf Rank of Leaf Powers


Leaf Powers and Leaf Rank Lower Bounds

Unveiling Lower Bounds for Leaf Rank of Leaf Powers