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b3.4_5.1_1.1____2. title: A user can define a custom inner product. If a new inner product is defined, the definition of the length of a vector will be changed. But there are certain conditions must be met for the inner product to be considered valid.

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b3.4_5.1_1.1____1. title: The length of a vector can be expressed as the dot product of itself.

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b3.4_5.1_1.1____2.1. [entry] title: Conditions for inner products that generate a real number

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A user can define a custom inner product. If a new inner product is defined, the definition of the length of a vector will be changed, because the length of a vector is defined by the definition of a inner product(from1). But there are certain conditions must be met for the inner product to be considered valid(sup1).

parse me : 언젠가 이 글에 쓰이면 좋을 것 같은 재료들.

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from : 과거의 어떤 생각이 이 생각을 만들었는가?

b3.4_5.1_1.1____1. title:
The length of a vector can be expressed as the dot product of itself.

supplementary : 어떤 새로운 생각이 이 문서에 작성된 생각을 뒷받침하는가?

b3.4_5.1_1.1____2.1. [entry] title:
Conditions for inner products that generate a real number

opposite : 어떤 새로운 생각이 이 문서에 작성된 생각과 대조되는가?

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to : 이 문서에 작성된 생각이 어떤 생각으로 발전되고 이어지는가?

참고 : 레퍼런스

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