Exponential: exp
Syntax
exp ( op )
Input parameters
op |
the operand |
Examples of valid syntaxes
exp ( DS_1 )
exp ( 5 )
Semantics for scalar operations
The operator exp returns e (base of the natural logarithm) raised to the op-th power. For example:
exp ( 5 )
gives 148.41315...
exp ( 1 )
gives 2.71828...
(the number e)exp ( 0 )
gives 1.0
exp ( -1 )
gives 0.36787...
(the number 1/e)Input parameters type
op
dataset { measure<number> _+ }
| component<number>
| number
Result type
result
dataset { measure<number[value > 0]> _+ }
| component<number [value > 0]>
| number[value > 0]
Additional Constraints
None.
Behavior
The operator has the behaviour of the “Operators applicable on one Scalar Value or Data Set or Data Set Component” (see the section “Typical behaviours of the ML Operators”).
Examples
Given the operand dataset DS_1:
Input DS_1 (see structure)
Id_1 |
Id_2 |
Me_1 |
Me_2 |
---|---|---|---|
10 |
A |
5 |
0.7545 |
10 |
B |
8 |
13.45 |
11 |
A |
2 |
1.87 |
Example 1
DS_r := exp(DS_1);
results in (see structure):
Id_1 |
Id_2 |
Me_1 |
Me_2 |
---|---|---|---|
10 |
A |
148.413 |
2.126547 |
10 |
B |
2980.95 |
693842.3 |
11 |
A |
7.38905 |
6.488296 |
Example 2
DS_r := DS_1 [ calc Me_1 := exp ( Me_1 ) ];
results in (see structure):
Id_1 |
Id_2 |
Me_1 |
Me_2 |
---|---|---|---|
10 |
A |
148.4131591025766 |
0.7545 |
10 |
B |
2980.9579870417283 |
13.45 |
11 |
A |
7.38905609893065 |
1.87 |