`math.interface`

class tinychain.math.interface.Boolean[source]

Bases: Interface

logical_and(other)[source]: Return True where both this Boolean and the other are True.

logical_not()[source]: Return True where this Boolean is False and vice-versa.

logical_or(other)[source]: Return True where this Boolean or the other is True.

logical_xor(other)[source]: Return True where either this Boolean or the other is True, but not both.

class tinychain.math.interface.Complex[source]

Bases: Numeric

angle()[source]

Return the angle of this Complex number with respect to the origin of the complex plane.

The angle is given in radians.

property imag: The imaginary component of this Complex Numeric

property real: The real component of this Complex Numeric

class tinychain.math.interface.Numeric[source]

Bases: Interface

abs()[source]: Absolute value

add(other)[source]: Addition

div(other)[source]: Division

exp()[source]: Raise e to the power of this Numeric.

log(base=None)[source]

Calculate the logarithm of this Numeric with respect to the given base.

If no base is given, this will return the natural logarithm (base e).

modulo(other)[source]: Return the remainder of self divided by other.

mul(other)[source]: Multiplication

pow(other)[source]: Raise this Numeric to the given power.

round(digits=None)[source]

Round this Numeric to the given number of digits from the decimal point.

If digits is not specified, this will round to the nearest integer.

property shape: The shape of this Numeric state

sub(other)[source]: Subtraction

class tinychain.math.interface.Trigonometric[source]

Bases: Interface

acos()[source]: Arccosine

acosh()[source]: Hyperbolic arccosine

asin()[source]: Arcsine

asinh()[source]: Hyperbolic arcsine

atan()[source]: Arctangent

atanh()[source]: Hyperbolic arctangent

cos()[source]: Cosine

cosh()[source]: Hyperbolic cosine

sin()[source]: Sine

sinh()[source]: Hyperbolic sine

tan()[source]: Tangent

tanh()[source]: Hyperbolic tangent

classmethod trig_rtype()[source]