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It's called an Interpunct.

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It's called an Interpunct.

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You are probably referring to the interpunct character (U+00B7) (·) which is a centered dot (e.g: int·er·punct). Although seeing as the interpunct is not commonly known, a hyphen is sometimes used instead (e.g: hy-phen).

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Well, I went looking for a way to make an interpunct because I needed to use one and I found something useful for some situations. This website, http://www.statemaster.com/encyclopedia/Interpunct, has some helpful HTML codes for making interpuncts. I found that they don't work when I tried to send one through e-mail, but a couple did work when I was using their codes for an online custom bracelet. I don't know if this is helpful or not, but it has helped me.

Symbol Character Entity Numeric Entity Unicode Code Point Notes

· · · U+00B7 interpunct, middle dot

· · U+0387 Greek ano teleia

⋅ ⋅ ⋅ U+22C5 dot operator (mathematics)

• • • U+2022 bullet, often used to mark list items

‧ ‧ U+2027 hyphenation point

・ ・ U+30FB fullwidth katakana middle dot

・ ・ U+FF65 halfwidth katakana middle dot

ּ ּ U+05BC Hebrew point dagesh or mapiq

Characters in the Symbol column, above, may not render correctly, if at all, in all browsers.

For most North American Microsoft operating systems using OEM Code page 437, the Alt Code is 250

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In mathematics, the dot product is an algebraic operation that takes two equal-length sequences of numbers (usually vectors) and returns a single number obtained by multiplying corresponding entries and adding up those products. The name is derived from the interpunct "●" that is often used to designate this operation; the alternative name scalar product emphasizes the scalar result, rather than a vector result.

The principal use of this product is the inner product in a Euclidean vector space: when two vectors are expressed in an Orthonormal basis, the dot product of their coordinate vectors gives their inner product. For this geometric interpretation, scalars must be taken to be Real. The dot product can be defined in a more general field, for instance the complex number field, but many properties would be different. In three dimensional space, the dot product contrasts with the cross product, which produces a vector as result.

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