एकसंध बहुपदी ज्यामध्ये किमान दोन चल असतात,

quantic's Usage Examples:

JSTOR 2369456 Elliott, Edwin Bailey (1895), "An introduction to the algebra of quantics", Nature, Oxford, Clarendon Press, 53 (1364): 147–148, Bibcode:1895Natur.

2012-04-26 Elliott, Edwin Bailey (1895), "An introduction to the algebra of quantics", Nature, Oxford, Clarendon Press, 53 (1364): 147, Bibcode:1895Natur.

In mathematics, a homogeneous polynomial, sometimes called quantic in older texts, is a polynomial whose nonzero terms all have the same degree.

He developed the quanticule theory which explained the rule of chemical bondings through electrostatic impacts between quanticules and nuclear cores.

algebra of quantics, on invariant theory (Elliott 1913).

concept in favour of a general theory of polynomial forms which he called "quantics".

arts and sport wushu Algebraic form (homogeneous polynomial), which generalises quadratic forms to degrees 3 and more, also known as quantics or simply.

Cayley, Arthur (1859), "A sixth memoir upon quantics", Philosophical Transactions of the Royal Society of London, 149: 61–90.

the graphical representation of the invariants and covariants of binary quantics, — with three appendices," American Journal of Mathematics, Pure and Applied.

(1885) 360 pages (with some additions by Cathcart to the chapters on binary quantics).

which generalises quadratic forms to degrees 3 and more, also known as quantics or simply forms Bilinear form, on a vector space V over a field F is a.

Ternary cubic Ternary quartic Brouwer, Invariants and covariants of quantics Brouwer, Andries E.