Any line is affine. If it passes through zero, it is a subspace, hence also aconvex cone
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In the textbook 'Convex Optimization by Boyd', the following statement is written:
Any line is affine. If it passes through zero, it is a subspace, hence also a convex cone.
I agree with the statements, "line is affine.", and "It is also a convex cone.". However, I cannot understand the above statement. Please let me know that statement.
.
Any line is affine. If it passes through zero, it is a subspace, hence also a convex cone.
I agree with the statements, "line is affine.", and "It is also a convex cone.". However, I cannot understand the above statement. Please let me know that statement.
.
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