All Superinterfaces:

Field<S>, Ring<S>

All Known Subinterfaces:

RealField<S>

All Known Implementing Classes:

R
```
public interface CompleteField<S>
extends Field<S>
```

Method Summary

All Methods Instance Methods Abstract Methods
Modifier and Type	Method	Description
`S`	`acos(S a)`
`S`	`asin(S a)`
`S`	`atan(S a)`
`S`	`atan2(S y, S x)`
`S`	`ceil(S a)`
`S`	`cos(S a)`
`S`	`cosh(S x)`
`S`	`exp(S a)`
`S`	`floor(S a)`
`S`	`hypot(S x, S y)`
`S`	`log(S a)`
`S`	`pow(S b, S e)`
`S`	`rectify(S x)`
`S`	`round(S a)`
`S`	`sigmoid(S x)`
`S`	`sin(S a)`
`S`	`sinh(S x)`
`S`	`sqrt(S a)`
`S`	`tan(S a)`
`S`	`tanh(S x)`

Methods inherited from interface swim.math.Field
divide, inverse

Methods inherited from interface swim.math.Ring
add, multiply, opposite, subtract, unit, zero

Method Detail

exp
```
S exp(S a)
```

log
```
S log(S a)
```

pow
```
S pow(S b,
      S e)
```

sqrt
```
S sqrt(S a)
```

hypot
```
S hypot(S x,
        S y)
```

sin
```
S sin(S a)
```

cos
```
S cos(S a)
```

tan
```
S tan(S a)
```

asin
```
S asin(S a)
```

acos
```
S acos(S a)
```

atan
```
S atan(S a)
```

atan2
```
S atan2(S y,
        S x)
```

sinh
```
S sinh(S x)
```

cosh
```
S cosh(S x)
```

tanh
```
S tanh(S x)
```

sigmoid
```
S sigmoid(S x)
```

rectify
```
S rectify(S x)
```

ceil
```
S ceil(S a)
```

floor
```
S floor(S a)
```

round
```
S round(S a)
```

Interface CompleteField<S>

Method Summary

Methods inherited from interface swim.math.Field

Methods inherited from interface swim.math.Ring

Method Detail

exp

log

pow

sqrt

hypot

sin

cos

tan

asin

acos

atan

atan2

sinh

cosh

tanh

sigmoid

rectify

ceil

floor

round