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docs: better wording
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rach-id committed Apr 3, 2024
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Expand Up @@ -42,7 +42,7 @@ The *share commitment* is the binary merkle root over the set of *subtree roots*
Using the above merkle trees,
share proofs can be generated to prove inclusion of a set of shares to the *share commitment*.

For example, if we want to prove the first two shares, we will need two merkle proofs:
For instance, if we want to prove the first two shares, we will need two merkle proofs:

<img src="img/share_to_share_commitment_inclusion.png" alt="shares to share commitment inclusion proof" width="500"/>

Expand Down Expand Up @@ -74,7 +74,7 @@ The share range `[5, 10]`, colored in green, is the blob data.
To compute the Celestia block [data root](https://celestiaorg.github.io/celestia-app/specs/data_structures.html),
we first start by computing the row roots and column roots.

For example, if we want to compute the first row root:
For instance, if we want to compute the first row root:

<img src="img/row_root_1.png" alt="row root one generation" width="500"/>

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