The trinomial triangle is a variation of Pascal's triangle. The difference between the two is that an entry in the trinomial triangle is the sum of the...

a generalization of Pascal's triangle to three dimensions, called Pascal's pyramid or Pascal's tetrahedron. The trinomial expansion can be calculated by...

Pascal's triangle, which contains the binomial numbers and relates to the binomial expansion and the binomial distribution. The binomial and trinomial numbers...

Proton NMR, one application of Pascal's triangle Star of David theorem Trinomial expansion Trinomial triangle Polynomials calculating sums of powers of...

Trinomial coefficient may refer to: coefficients in the trinomial expansion of (a + b + c)n. coefficients in the trinomial triangle and expansion of (x2...

statement reduces to that of the binomial theorem. The third power of the trinomial a + b + c is given by ( a + b + c ) 3 = a 3 + b 3 + c 3 + 3 a 2 b + 3...

Sloane, N. J. A. (ed.). "Sequence A111808 (Left half of trinomial triangle (A027907), triangle read by rows)". The On-Line Encyclopedia of Integer Sequences...

and constructing a binomial triangle (also known as Pascal's triangle). When m = 3, we will construct a trinomial triangle, when m = 4, a quadrinomial...

Stirling's approximation Subfactorial Table of Newtonian series Taylor series Trinomial expansion Vandermonde's identity Wilson prime Wilson's theorem Wolstenholme...

subtraction, multiplication and division of monomials, binomials, and trinomials. Then, in a second section, he set up the equation aa − ba + ca = + bc...

curve Elliptic curve Watt's curve Butterfly curve (algebraic) Elkies trinomial curves Hyperelliptic curve Klein quartic Classical modular curve Erdős...

for mathematics, especially for the cube root. The Binomial Cube The trinomial cube is similar to the binomial cube, but has the following pieces instead:...

+ 1 ) … ( 2 n ) {\displaystyle (n+1)\dots (2n)} is exactly n. Central trinomial coefficient Sloane, N. J. A. (ed.). "Sequence A000120". The On-Line Encyclopedia...

The product of a pair of linear binomials (ax + b) and (cx + d ) is a trinomial: ( a x + b ) ( c x + d ) = a c x 2 + ( a d + b c ) x + b d . {\displaystyle...

lemniscate Fermat curve Sinusoidal spiral Superellipse Hurwitz surface Elkies trinomial curves Hyperelliptic curve Classical modular curve Cassini oval Bowditch...

of entries in Pascal's triangle Narayana number Star of David theorem Sun's curious identity Table of Newtonian series Trinomial expansion Higham (1998)...

Cassinoide Cubic curve Elliptic curve Watt's curve Butterfly curve Elkies trinomial curves Hyperelliptic curve Klein quartic Classical modular curve Bolza...

{\displaystyle \wedge _{n}^{3}=\vartriangle _{n}^{2}} (a triangle) consists of the coefficients of trinomial expansion of a polynomial with 3 terms raised to...

[0,1]\,\!} . Trinomial opinions can be simply visualised as points inside a tetrahedron, but opinions with dimensions larger than trinomial do not lend...

{-1+{\sqrt {1+{\sqrt {-1+{\sqrt {1+\cdots }}}}}}}}\;} Dividing the defining trinomial x 3 − 2 x 2 − 1 {\displaystyle x^{3}-2x^{2}-1} by ⁠ x − ς {\displaystyle...

Bohl established a general theorem for locating the roots of complex trinomials of the form P ( z ) = z k + a z ℓ + b {\displaystyle P(z)=z^{k}+a\,z^{\ell...

distribution. Negative multinomial distribution Hardy–Weinberg principle ( a trinomial distribution with probabilities ( θ 2 , 2 θ ( 1 − θ ) , ( 1 − θ ) 2 )...

cousin prime with 23, and a sexy prime with 13. 19 is the fifth central trinomial coefficient, and the maximum number of fourth powers needed to sum up...

the sheen of their scales. Its specific name (triangulum) is Latin for "triangle" and refers to the three colors found on the scales of the species (red...

for which it is best known. The archaeological site has the Smithsonian trinomial designation of 15CH315. Some of the artifacts may be on display at the...

={\sqrt[{3}]{1+{\sqrt[{3/2}]{1+{\sqrt[{3/2}]{1+\cdots }}}}}}} Dividing the defining trinomial x 3 − x 2 − 1 {\displaystyle x^{3}-x^{2}-1} by ⁠ x − ψ {\displaystyle...

one to find primitive polynomials of very high order. Such primitive trinomials are used in pseudorandom number generators with very large periods such...

Serpens. Tome Quatrième [Volume 4]. Paris: Saugrain. 386 pp. ("Couleuvre triangle ", p. 188). (in French). McCoy CJ (1980). Identification Guide to Pennsylvania...

love, betrayal, honor - sometimes the underworld -, summarized in the trinomial of protagonists: isso ("he"), also called "tenor", the positive hero;...

Order: Rodentia Family: Sciuridae Genus: Tamias Species: T. striatus Subspecies: T. s. doorsiensis Trinomial name Tamias striatus doorsiensis Long, 1971...