base

1

[see also: basis]

the base $p$ expansion $\langle$representation$\rangle$ of $x$

From now on all logarithms are to base two.

Take as base for a topology on $X$ the sets of the form ......

For the base step of the induction, consider a vertex $t$ in $A$.

2

[see also: depend, rest, rely]

Our proof of Theorem 2 is based upon ideas found in [BN].

We base our development on two properties of prolongation peculiar to this case.

For our purposes here, the best way is to base the proof on the following theorem, a derivation of which can be found in [P].



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