Adjective

(en adjective)

of or pertaining to numbers

* {{quote-web

, date = 2013-07-09 , author = Joselle DiNunzio Kehoe , title = Cognition, brains and Riemann , site = plus.maths.org , url = http://plus.maths.org/content/cognition-brains-and-riemann , accessdate = 2013-09-08 }}

They propose that the brain manages numerical' systems with circuitry that is equipped for action related to "more than-less than", "faster-slower", "nearer-farther", "bigger-smaller", computations of "any kind of stuff in the external world". This neural activity allows us to successfully reach, grasp, throw or point. Bueti and Walsh argue further that, "it is on these abilities that discrete ' numerical abilities hitched an evolutionary ride," given the primitive need to make these kinds of judgments of space and time. Number then, as a measure, is not primary — what comes first is our need to move accurately.

(obsolete) The same in number; hence, identically the same; identical.

* South

the same numerical body

* Fuller

Would to God that all my fellow brethren, which with me bemoan the loss of their books, might rejoice for the recovery thereof, though not the same numerical volumes.

Adjective

(en adjective)

Of, or relating to mathematics

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* 1897 , (Thomas Hardy), (The Well-Beloved)

Smaller and smaller she waned up the rigid mathematical road, still gazing at the soldier aloft, as Pierston gazed at her.

*

Although Galileo had designed a pendulum clock, he never actually constructed one. The first pendulum clock was constructed by the Dutch physicist Christian Huygens (1629–1695) in 1657. He also developed the mathematical theory of the pendulum. Newton also studied the motion of a pendulum and experimented with pendulums made of different materials and of different lengths.

* {{quote-magazine, year=2013, month=July-August, author= Sarah Glaz

, title= Ode to Prime Numbers , volume=101, issue=4, magazine=(American Scientist) , passage=Some poems, echoing the purpose of early poetic treatises on scientific principles, attempt to elucidate the mathematical' concepts that underlie prime numbers. Others play with primes’ cultural associations. Still others derive their structure from ' mathematical patterns involving primes.}}

Possible but highly improbable