Definition of quantic in English:

quantic

noun ˈkwɒntɪkˈkwɑn(t)ɪk

Mathematics

A homogeneous function of two or more variables having rational or integral coefficients.
〔数〕齐式，多元齐次多项式
Example sentencesExamples
- Cayley also put a third question, a different and deeper question about irreducible invariants of a binary quantic.
- Maschke's second area of work was on differential geometry in particular the theory of quadratic differential quantics.
- The math term ‘quantic’ means ‘a rational integral homogenous function of two or more variables,’ which is a fancy way of saying ‘two great tastes that taste great together.’
- However his most important contribution was the book ‘An Introduction to the Algebra of Quantics’ which was first published in 1895.
- In more modern language the spaces of quantics are identified with the symmetric tensors of a given degree constructed from the tensor powers of a vector space V of dimension m.

Origin

Mid 19th century: from Latin quantus 'how great, how much' + -ic.

Definition of quantic in US English:

quantic

nounˈkwän(t)ikˈkwɑn(t)ɪk

Mathematics

A homogeneous function of two or more variables having rational and irrational coefficients.
〔数〕齐式，多元齐次多项式
Example sentencesExamples
- The math term ‘quantic’ means ‘a rational integral homogenous function of two or more variables,’ which is a fancy way of saying ‘two great tastes that taste great together.’
- Cayley also put a third question, a different and deeper question about irreducible invariants of a binary quantic.
- Maschke's second area of work was on differential geometry in particular the theory of quadratic differential quantics.
- However his most important contribution was the book ‘An Introduction to the Algebra of Quantics’ which was first published in 1895.
- In more modern language the spaces of quantics are identified with the symmetric tensors of a given degree constructed from the tensor powers of a vector space V of dimension m.

Origin

Mid 19th century: from Latin quantus ‘how great, how much’ + -ic.

单词	quantic
释义	Definition of quantic in English: quantic noun ˈkwɒntɪkˈkwɑn(t)ɪk Mathematics A homogeneous function of two or more variables having rational or integral coefficients. 〔数〕齐式，多元齐次多项式 Example sentencesExamples Cayley also put a third question, a different and deeper question about irreducible invariants of a binary quantic. Maschke's second area of work was on differential geometry in particular the theory of quadratic differential quantics. The math term ‘quantic’ means ‘a rational integral homogenous function of two or more variables,’ which is a fancy way of saying ‘two great tastes that taste great together.’ However his most important contribution was the book ‘An Introduction to the Algebra of Quantics’ which was first published in 1895. In more modern language the spaces of quantics are identified with the symmetric tensors of a given degree constructed from the tensor powers of a vector space V of dimension m. Origin Mid 19th century: from Latin quantus 'how great, how much' + -ic. Definition of quantic in US English: quantic nounˈkwän(t)ikˈkwɑn(t)ɪk Mathematics A homogeneous function of two or more variables having rational and irrational coefficients. 〔数〕齐式，多元齐次多项式 Example sentencesExamples The math term ‘quantic’ means ‘a rational integral homogenous function of two or more variables,’ which is a fancy way of saying ‘two great tastes that taste great together.’ Cayley also put a third question, a different and deeper question about irreducible invariants of a binary quantic. Maschke's second area of work was on differential geometry in particular the theory of quadratic differential quantics. However his most important contribution was the book ‘An Introduction to the Algebra of Quantics’ which was first published in 1895. In more modern language the spaces of quantics are identified with the symmetric tensors of a given degree constructed from the tensor powers of a vector space V of dimension m. Origin Mid 19th century: from Latin quantus ‘how great, how much’ + -ic.
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