Noun:

Quantic,

quantic தமிழ் அர்த்தத்தின் உதாரணம்:

தமிழ்நாட்டுப் பொருளாதார வரலாறு குவாண்டிகோ (Quantico) என்பது ஒரு அமெரிக்க நாட்டு பரபரப்பூட்டும் தொலைக்காட்சி தொடர் ஆகும்.

quantic's Usage Examples:

If we have a function of degree s in the coefficients, we may select any s sets of umbrae for use, and having made a selection we may when only one quantic is under consideration at any time permute the sets of umbrae in any manner without altering the real significance of the symbolism.

an) is then said to be an invariant of the quantic gud linear transformation.

From these formulae we derive two important relations, dp4 or the function F, on the right which multiplies r, is said to be a simultaneous invariant or covariant of the system of quantics.

If the form, sometimes termed a quantic, be equated to zero the n+I coefficients are equivalent to but n, since one can be made unity by division and the equation is to be regarded as one for the determination of the ratio of the variables.

x i, x 2) is said to be a covariant of the quantic.

We consider the quantic to have any n number of equivalent representations a- b n -c n So that a 1 -k a 2 b l -k b 2 - c 1 -k c 2 .

As between the original and transformed quantic we have the umbral relations A1 A1a1 d-A2a2, A2 /21a1+/22a2, and for a second form B1 A 1 b 1+ A 2 b 2, B 2 /21bl +�2b2� The original forms are ax, bi, and we may regard them either as different forms or as equivalent representations of the same form.

the orders of the quantic and covariant, and the degree and weight of the leading coefficient; calling these 'n, e,' 0, w respectively we can see that they are not independent integers, but that they are invariably connected by a certain relation n9 -2w e.

of the Memoir he discusses bi-ternary quantics, and in particular those which are lineo-linear, quadrato-linear, cubo-linear, quadrato-quadratic, cubo-cubic, and the system of two lineo-linear quantics.

If (X�) is the modulus of the transformation by which a2 is reduced to 3 the normal form, i becomes (X /2) 4 i, and j, (Ap) 3 j; hence?If u, a quantic in x, y, z, .

This notion is fundamental in the present theory because we will find that one of the most valuable artifices for finding invariants of a single quantic is first to find simultaneous invariants of several different quantics, and subsequently to make all the quantics identical.

As between the original and transformed quantic we have the umbral relations A1 A1a1 d-A2a2, A2 /21a1+/22a2, and for a second form B1 A 1 b 1+ A 2 b 2, B 2 /21bl +�2b2� The original forms are ax, bi, and we may regard them either as different forms or as equivalent representations of the same form.