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mathematical

mathematical

48 4.2
Very exact and careful like in math
  • adjective
  • /ˌmæθəˈmætɪkəl/
translation icon : matemático
  • It's mathematical in its precision.
  • mathematical precision
  • mathematical rigor
  • mathematical calculations

It's something that exists by a rigorous mathematical logic.

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Examples

  • The discrete nature of space affords several mathematical advantages but also includes dangers regarding physical consequences.

    Academic text (2012)
  • I have included in my report all of my formulae, as well as mathematical analysis in the appendix.

    Fiction book (2000)
  • One way or another, it's a mathematical fact.

  • And these spaces had a lot of beautiful mathematical properties.

  • The goal of our work is to characterize the mathematical properties of line drawings made by human artists.

    Academic text (2012)
  • For instance, geometric relationships may be expressed in purely mathematical terms without any mention of space.

    Academic text (1990)
  • So this was Malthus's mathematical formulation of his ideas.

  • The researchers presented a mathematical model that perfectly predicted the outcome of the experiment.

  • Her explanation contained a mathematical formula that illustrated the relationship between the variables.

  • The artist incorporated mathematical proportions into her design, ensuring everything was symmetrical.

Synonyms

exact
vsmathematical
901 3.2

Completely correct in every small detail

leans toward formal numeric methods and abstract rigor rather than factual conformity
accurate
vsmathematical
680 3.0

Exactly correct in every detail

leans toward formal numeric methods rather than practical freedom from error
precise
vsmathematical
286 3.6

Exactly correct and clear about small details

leans toward formal numeric methods rather than mere clarity of definition

Compounds

mathematical proof
  • Specialized
1 5.9

A logical argument that shows a mathematical statement is true

mathematical logic
  • Specialized
1 6.4

A part of math that studies rules and proofs about statements

mathematical notation
  • Specialized
1 6.1

A system of symbols and signs that show numbers, operations, and how they relate

1 3.2

A calculation in math like adding, subtracting, multiplying or dividing numbers

A way of using math to study or solve problems

1 5.6

A clear sentence that shows a math relation or idea

mathematical symbol
  • Specialized
1 3.5

A sign used in math to show an operation, number, or relation

5.7

A process that finds the best choice using math and clear rules

mathematical process
  • Specialized
3.5

A series of steps used to solve math problems like addition or multiplication

mathematical product
  • Specialized
3.6

The result when you multiply two or more numbers

6.8

Using math to choose the best option within given limits for schedules or costs

mathematical function
  • Specialized
4.3

A rule that gives each item in one group exactly one item in another group

mathematical group
  • Specialized
9.9

A collection of items with a rule to combine them, a do-nothing element, and opposites

8.1

A way to show a statement true for every natural number by checking the first case and the next case

mathematical relation
  • Specialized
5.4

A connection between values that shows when they are equal or which is larger

mathematical space
  • Specialized
8.2

A group of points that follows simple rules used in geometry and other math

7.2

A person who uses math to study data and chance

How Precise

precise
286 3.6
mathematical
48 4.2
approximate
29 3.9
vague
230 4.6

Surface Forms

mathematical positive
mathematically positive

Morphology

mathematical = mathematic (semi-transparent) = mathematic + al

The form clearly contains the mathematics-related base, but the sense 'exact or precise' is a metaphorical extension rather than a direct compositional meaning.

Etymology

Mathematical comes from the Greek root mathema ('learning') and the word math, and because math gives clear, exact answers, mathematical came to mean 'very exact' or precise. That's why we call a careful method or measurement 'mathematical'.