| 释义 |
Definition of quantic in English: quanticnoun ˈkwɒntɪkˈkwɑn(t)ɪk Mathematics A homogeneous function of two or more variables having rational or integral coefficients. 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: quanticnounˈkwän(t)ikˈkwɑn(t)ɪk Mathematics A homogeneous function of two or more variables having rational and irrational coefficients. 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. |