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fix: typos in documentation files #70

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2 changes: 1 addition & 1 deletion lookup-arguments/baloo-en/baloo-2.md
Original file line number Diff line number Diff line change
Expand Up @@ -246,7 +246,7 @@ $$

You can verify that both sides of these two equations hold at any $h_i \in H$, therefore the modulo relationship also holds. This property ensures that we can perform 'modular multiplication' of polynomials under $z_H(X)$.

This method of eliminating the $\tau_i(0)$ factor in the interpolation is referred to as Nomalized Lagrange Interpolation in the Baloo paper. Let's simply follow the paper's approach and name $\{\tau_i(X)/\tau_i(0)\}$ as Normalized Lagrange Polynomials, denoted as $\{\hat\tau_i(X)\}$.
This method of eliminating the $\tau_i(0)$ factor in the interpolation is referred to as Normalized Lagrange Interpolation in the Baloo paper. Let's simply follow the paper's approach and name $\{\tau_i(X)/\tau_i(0)\}$ as Normalized Lagrange Polynomials, denoted as $\{\hat\tau_i(X)\}$.

## 7. Enhanced CP-expansion Protocol

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