# Complex Operators and Type Conversions

**.NET Framework 4.5**

The Complex type exposes the following members.

Name | Description | |
---|---|---|

Addition | Adds two complex numbers. | |

Division | Divides a specified complex number by another specified complex number. | |

Equality | Returns a value that indicates whether two complex numbers are equal. | |

Explicit(BigInteger to Complex) | Defines an explicit conversion of a BigInteger value to a complex number. | |

Explicit(Decimal to Complex) | Defines an explicit conversion of a Decimal value to a complex number. | |

Implicit(Byte to Complex) | Defines an implicit conversion of an unsigned byte to a complex number. | |

Implicit(Double to Complex) | Defines an implicit conversion of a double-precision floating-point number to a complex number. | |

Implicit(Int16 to Complex) | Defines an implicit conversion of a 16-bit signed integer to a complex number. | |

Implicit(Int32 to Complex) | Defines an implicit conversion of a 32-bit signed integer to a complex number. | |

Implicit(Int64 to Complex) | Defines an implicit conversion of a 64-bit signed integer to a complex number. | |

Implicit(SByte to Complex) | Defines an implicit conversion of a signed byte to a complex number. | |

Implicit(Single to Complex) | Defines an implicit conversion of a single-precision floating-point number to a complex number. | |

Implicit(UInt16 to Complex) | Defines an implicit conversion of a 16-bit unsigned integer to a complex number. | |

Implicit(UInt32 to Complex) | Defines an implicit conversion of a 32-bit unsigned integer to a complex number. | |

Implicit(UInt64 to Complex) | Defines an implicit conversion of a 64-bit unsigned integer to a complex number. | |

Inequality | Returns a value that indicates whether two complex numbers are not equal. | |

Multiply | Multiplies two specified complex numbers. | |

Subtraction | Subtracts a complex number from another complex number. | |

UnaryNegation | Returns the additive inverse of a specified complex number. |

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