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Some trivial fixes.
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src/sage/categories/finite_dimensional_graded_lie_algebras_with_basis.py

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@@ -185,12 +185,12 @@ def degree_on_basis(self, m):
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If the degrees of the basis elements are not defined,
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they will be computed. By assumption the stratification
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`V_1 \oplus \cdots \oplus V_s` of ``self`` is such that each
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component `V_k` is spanned by some subset of the basis.
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`L_1 \oplus \cdots \oplus L_s` of ``self`` is such that each
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component `L_k` is spanned by some subset of the basis.
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The degree of a basis element `X` is therefore the largest
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index `k` such that `X \in V_k \oplus \cdots \oplus V_s`. The
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space `V_k \oplus \cdots \oplus V_s` is by assumption the
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index `k` such that `X \in L_k \oplus \cdots \oplus L_s`. The
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space `L_k \oplus \cdots \oplus L_s` is by assumption the
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`k`-th term of the lower central series.
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EXAMPLES::

src/sage/categories/graded_lie_algebras_with_basis.py

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r"""
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Graded Lie algebras With Basis
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Graded Lie Algebras With Basis
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"""
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# ****************************************************************************

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