| plus
|
–
| minus
|
| plus or minus
|
| multiplication sign
|
| point (1.5 – one point five)
|
| division sign; ratio sign
|
| sign of equality (equals, (is) equal to)
|
| (is) not equal to
|
~
| difference
|
| approximately equal; approaches
|
| greater than
|
| less than
|
| equal or greater than
|
| equal or less than
|
| infinity
|
| the square root (out) of
|
| the cube root (out) of
|
| the -th root (out) of
|
| brackets, square brackets (pl)
|
| parentheses, round brackets (pl)
|
| braces (pl)
|
| empty set
|
| tends to, corresponds to
|
| belongs to
|
| is contained in
|
| is not contained in
|
| integral of
|
| integral between limits and
|
| integral from to
|
| A barred
|
| vector; the mean value of
|
| tilded
|
| star
|
| prime
|
| double prime
|
| sub, first
|
| sub , -th
|
| to the power
|
| sub prime
|
| limit (of)
|
| the limit as becomes infinite
|
| maximum
|
| maximum over belongs to
|
| minimum
|
| minimum over belongs to of
|
| the first derivative of
|
| function
|
,
| function of
|
| increment of
|
| summation
|
| the sum from belongs to
|
| the sum from equals 0 to equals
|
| differential of
|
| the first derivative of with respect to , over
|
| the second derivative of with respect to
|
| the first derivative of with respect to
|
| of
|
| (where) is equal to 1, 2 and so on
|
| (where) runs from zero to
|
| Laplacian
|
| union of sets and
|
| intersection of sets and
|
| is a subset of
|
| gradient of the function
|
| modulus of
|
|
| isequal to the maximum over of the sum from equals one to equals of the modulus of of , where lies in the closed interval and where runs from one to .
|