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线性代数与解析几何
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7 线性空间与线性变换
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性质 1.3. (加法消去律)
性质 1.3. (加法消去律)
Jan 05, 2025
1 min read
加法消去律成立,即若
α
+
γ
=
β
+
γ
,则
α
=
β
.
证明 记
δ
=
−
γ
,则
α
=
α
+
0
=
α
+
(
γ
+
δ
)
=
(
α
+
γ
)
+
δ
=
(
β
+
γ
)
+
δ
=
β
+
(
γ
+
δ
)
=
β
+
0
=
β
.
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2. 线性空间的性质