Definition of Mathematically

1. Adverb. With respect to mathematics. "Mathematically impossible"

Partainyms: Mathematical

Definition of Mathematically

1. Adverb. According to or using mathematics. ¹

¹ Source:

Definition of Mathematically

1. [adv]

Lexicographical Neighbors of Mathematically

mathematical morphology
mathematical notation
mathematical operation
mathematical process
mathematical product
mathematical proof
mathematical realism
mathematical relation
mathematical semantics
mathematical space
mathematical statement
mathematical statistician
mathematical statistics
mathematical structure
mathematical symbol
mathematics department

Literary usage of Mathematically

Below you will find example usage of this term as found in modern and/or classical literature:

1. The Philosophy of Kant Explained by John Watson (1908)
"The analysis of the sublime compels us to make a division between the mathematically sublime and the dynamically sublime^ a division which was unnecessary ..."

2. Kant's Kritik of Judgment by Immanuel Kant (1892)
"... THE Mathematically SUBLIME. § 25. Explanation of the term "sublime" We call that sublime which is absolutely great. But to be great, and to be a great ..."

3. The Popular Science Monthly by Harry Houdini Collection (Library of Congress) (1891)
"Regarded mathematically as a machine for the application of force, the bicycle is a very simple affair. The weight (Figs. G and 7) is applied at the saddle, ..."

4. The Quarterly Review by William Gifford, John Taylor Coleridge, John Gibson Lockhart, Whitwell Elwin, William Macpherson, William Smith, John Murray, Rowland Edmund Prothero Ernle, George Walter Prothero (1902)
"... whether they be canals or tanks or wells, shall be scientifically considered and mathematically laid down, so that we may be presented with a continuous ..."

5. Dictionary of Philosophy and Psychology: Including Many of the Principal by James Mark Baldwin (1901)
"It changes in quantity alone if, while its figure is mathematically similar at two successive moments, some parts belong to it in the one which did not, ..."

6. The Catholic Encyclopedia: An International Work of Reference on the by Charles George Herbermann (1913)
"... Retzius sought to determine these shapes mathematically by the length-breadth index. He combined the groups of dolichocephalic and brachycephalic crania ..."

7. Proceedings of the American Philosophical Society Held at Philadelphia for by American Philosophical Society (1893)
"The problem of the development of the figure of the hen's egg is one that may be very easily dealt with mathematically. In fact, judging from the ..."

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