From 2fa35b7a0920feb01a2eb9c6a65ffe6b4d2d69d9 Mon Sep 17 00:00:00 2001
From: matekelemen <kelemen.mate.12@gmail.com>
Date: Mon, 5 Aug 2024 19:07:48 +0200
Subject: [PATCH] fix typo

---
 include/mcgs/mcgs.hpp | 4 ++--
 1 file changed, 2 insertions(+), 2 deletions(-)

diff --git a/include/mcgs/mcgs.hpp b/include/mcgs/mcgs.hpp
index c40cb1c..cfd8fe8 100644
--- a/include/mcgs/mcgs.hpp
+++ b/include/mcgs/mcgs.hpp
@@ -420,7 +420,7 @@ struct SolveSettings
 ///          a diagonal matrix @f$d_{ij}@f$ and strictly upper triangular matrix @f$u_{ij}@f$
 ///          (@f$ a_{ij} = l_{ij} + d_{ij} + u_{ij} @f$), this function computes
 ///          @f[
-///             x_j^{k+1} = (1 - \omega)x_j^k + @frac{\omega}{a_{jj}} (b_j - \sum_{i<j}{a_{ji} x_i^{k+1}} - \sum_{i<j}{a_{ji} x_i^k})
+///             x_j^{k+1} = (1 - \omega)x_j^k + \frac{\omega}{a_{jj}} (b_j - \sum_{i<j}{a_{ji} x_i^{k+1}} - \sum_{i<j}{a_{ji} x_i^k})
 ///          @f]
 ///          where @f$\omega@f$ is a user-selected relaxation parameter.
 ///
@@ -452,7 +452,7 @@ int solve(TValue* pSolution,
 ///          a diagonal matrix @f$d_{ij}@f$ and strictly upper triangular matrix @f$u_{ij}@f$
 ///          (@f$ a_{ij} = l_{ij} + d_{ij} + u_{ij} @f$), this function computes
 ///          @f[
-///             x_j^{k+1} = (1 - \omega)x_j^k + @frac{\omega}{a_{jj}} (b_j - \sum_{i<j}{a_{ji} x_i^{k+1}} - \sum_{i<j}{a_{ji} x_i^k})
+///             x_j^{k+1} = (1 - \omega)x_j^k + \frac{\omega}{a_{jj}} (b_j - \sum_{i<j}{a_{ji} x_i^{k+1}} - \sum_{i<j}{a_{ji} x_i^k})
 ///          @f]
 ///          where @f$\omega@f$ is a user-selected relaxation parameter.
 ///