Math Definition | Word |

A transformation consisting of a constant offset with no rotation or distortion. | |

To compute the rate of change of a function. | |

The exponent indicating the power to which a fixed number must be raised to obtain a given number, abbr. | |

A relation that uniquely associates members of one set with members of another set. | |

A topological space that is Hausdorff and locally Euclidean. | |

The symbol used to indicate an nth root. | |

An array of numbers, often used to represent a linear transformation. | |

A knot invariant. | |

Polynomials over the integers, for example. | |

An exponent to which a given quantity is raised. | |

A positive integer x greater than 1 which is only divisible by 1 and x. | |

A function that has continuous derivatives. | |

The set of all numbers that a function maps to 0. | |

If a*b = b*a, then a and b are said to ________. | |

To multiply a number by itself. | |

The result of multiplication. | |

A quotient of trig functions, abbr. | |

The process of calculating the result when a number x is taken y times. | |

Given two intersecting lines, the amount of rotation required to bring one into correspondence with the other. | |