- In algebra, the
hyperdeterminant is a
generalization of the determinant.
Whereas a
determinant is a
scalar valued function defined on an n × n
square matrix...
- Cayley's
mousetrap — a card game
Cayleyan Chasles–Cayley–Brill
formula Hyperdeterminant Quippian Tetrahedroid Cayley,
Arthur (2009) [1876], An
elementary treatise...
-
special cases of
hyperdeterminant. Indeed, for two
qubits concurrence is
simply the
modulus of the determinant,
which is the
hyperdeterminant of
first order;...
- "On a
remarkable discovery in the
theory of
canonical forms and of
hyperdeterminants,"
Philosophical Magazine, 4th series, 2 : 391–410;
Sylvester coined...
- "On a
remarkable discovery in the
theory of
canonical forms and of
hyperdeterminants".
Philosophical Magazine. 4th series. 2: 391–410.
Sylvester coins...
- (\theta _{i})^{N}=0\,} for some N > 2.
These are
useful for
calculating hyperdeterminants of N-tensors
where N > 2 and also for
calculating discriminants of...
- Cayley–Menger
determinant Cayley–Purser
algorithm Cayley's
formula Cayley's
hyperdeterminant Cayley's
mousetrap — a card game Cayley's
nodal cubic surface Cayley...
- -hypergeometric functions, A {\displaystyle A} -discriminants, and
hyperdeterminants, and aut****d Discriminants, Resultants, and
Multidimensional Determinants...
-
equations (also
known as GKZ-systems) and
development of the
theory of
hyperdeterminants;
generalization of the Littlewood–Richardson rule and Robinson–Schensted...
-
relation between x and y is a
relation of the form axy + bx + cy + d=0 .
hyperdeterminant An
invariant of a
multidimensional array of coefficients, generalizing...
