Definition of Irrationalities

1. Noun. (plural of irrationality) ¹

¹ Source: wiktionary.com

Definition of Irrationalities

1. irrationality [n] - See also: irrationality

Lexicographical Neighbors of Irrationalities

irradicated
irradicates
irradicating
irratable
irrational
irrational hostility
irrational impulse
irrational motive
irrational number
irrational numbers
irrationalism
irrationalisms
irrationalist
irrationalistic
irrationalists
irrationalities (current term)
irrationality
irrationally
irrationalness
irrationals
irreal
irrealis
irrealis mood
irrealism
irrealisms
irrealistic
irrealities
irreality
irreceptive

Literary usage of Irrationalities

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

1. Introduction to the Theory of Algebraic Equations by Leonard Eugene Dickson (1903)
"LAGRANGE'S THEOREM* ON THE irrationalities ENTERING THE ROOTS.. Quadratic equation. The roots of x2 + px+q=0 are a^KP + vV-ty), x2=$(-p—VP2-4q). ..."

2. Recent Advances in Theistic Philosophy of Religion by James Lindsay (1897)
"Recent philosophy has repudiated the irrationalities that would be involved in the notion of an impersonal' force, and has sought the co-ordinating force of ..."

3. Lectures on the Ikosahedron and the Solution of Equations of the Fifth Degree by Felix Klein (1888)
"solution of higher equations: he only wants to see their redaction brought in each case so far as the use of the natural irrationalities carries it. ..."

4. Monographs on Topics of Modern Mathematics: Relevant to the Elementary Field by George Abram Miller, Frederick Shenstone Woods, Leonard Eugene Dickson, Thomas Franklin Holgate, Edward Vermilye Huntington, David Eugene Smith, Oswald Veblen, Gilbert Ames Bliss, J. W. A. (Jacob William Albert) Young (1911)
"Functions involving no irrationalities other than square root. 0. Reducible and irreducible functions. 11. Fundamental theorem; Duplication of the cube; ..."

5. Algebraic Equations by George Ballard Mathews (1907)
"Rational functions of the roots of / have been called by Kronecker natural irrationalities (in the case when their values are not rational, ..."

6. Development of Mathematics in the 19th Century by Felix Klein, Robert Hermann (1979)
"Further, one 12 n can enlarge the field by adjoining any fixed algebraic irrationalities (for example, definite roots of unity) and considering the field to ..."

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