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A distinguishing feature of mathematics is the use of a complex and highly evolved system of two-dimensional symbolic notations. J. R. Pierce in his book on communication theory writes that mathematics and its notations should not be viewed as one and the same thing. Mathematical ideas exist independently of the notations that represent them. However, the relation between meaning and notation is subtle, and part of the power of mathematics to describe and analyze derives from its ability to represent and manipulate ideas in symbolic form.
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MATHML  interconnectivity |
So, putting math on the Web involves much more than finding ways of displaying traditional mathematical notation in a Web browser. We certainly must account for formatting mathematics on the Web. But we must also allow for semantic encoding of mathematics. The Web represents a fundamental change in the underlying metaphor for knowledge storage, a change in which interconnectivity plays a central role. It is becoming increasingly important to find ways of communicating mathematics which facilitate automatic processing, searching and indexing, and reuse in other mathematical applications and contexts. With this advance in communication technology, there is an opportunity to expand our ability to represent, encode, and ultimately to communicate our mathematical insights and understanding with each other. MathML attempts to address expanding our abilities in this way.
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