"mathematical rigour" is a correct and usable phrase in written English.
It refers to the strictness, precision, and accuracy required in mathematical reasoning and analysis. Example: The mathematician's proof was praised for its elegance and mathematical rigour, setting a new standard for the field.
The extreme lines of his choreography answered to her own exceptional suppleness and strength, but she also brought her own high-pitched intensity to the work's mathematical rigour.
PRACTITIONERS of so-called hard sciences those backed up by the mathematical rigour of formulae and equations have traditionally looked down on the squishy end of research.
Their mathematical rigour stands in strong contrast to the "proofs" of the first practitioners of integral calculus in the 17th century, when infinitesimals were reintroduced into mathematics.
He eschewed the mathematical rigour that came to define modern economics and his self-consciously activist political agenda was disconcerting to academics who prided themselves on the scientific nature of the subject.
Muhammad had a natural gift for syncopation and a time-sense that allowed him to produce rhythms of almost mathematical rigour that could nonetheless slip in and out of metre as the music dictated.
It is not in the nature of the subject for every connection to be proved with mathematical rigour, but, where this is lacking, experiment will frequently indicate what trust may be placed in the intuitive steps of the argument.
Plato's conception of such knowledge was strongly influenced by the rigour of mathematical reasoning and the unchanging character of the objects to which it was addressed.
It's becoming a staple of the Rambert repertory, and for good reason: Galili nails the ebullience of his samba- and capoeira-inspired choreography to a structure of split-second rigour and mathematical complexity.
Now Frege, himself, ironically, had revolutionised mathematics by introducing hitherto unprecedented standards of rigour in the formalisation of mathematical theories.
Physicists, engineers and mathematicians are accustomed to the combination of elegance, rigour and utility that characterise mathematical models.
To instill complete logical rigour Weierstrass proposed to establish mathematical analysis on the basis of number alone, to "arithmetize"[29] it in effect, to replace the continuous by the discrete.
