#### Mathematical English Usage - a Dictionary

##### by Jerzy Trzeciak

## type

[*see also*: kind, sort, form

A function exhibiting this type of behaviour has been constructed in [9].

It became clear that the Riemann integral should be replaced by some other type of integral,
better suited for dealing with limit processes.

Section 2 presents two L^{1}-type characterizations.

Then A is an algebra of type II.

All of the action in creating S_{i+1} takes place in the individual cells of type 2 or 3.

It is a simple matter to remove all type 1 edges.

Therefore, the system (5) has a solution of the sought-for type.

for all f of the type specified in Theorem 4

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