- In mathematics,
especially functional analysis, a
hypercyclic operator on a
topological vector space X is a
continuous linear operator T: X → X such that...
- In
hyperbolic geometry, a hypercycle,
hypercircle or
equidistant curve is a
curve whose points have the same
orthogonal distance from a
given straight...
-
Hypercyclic morphogenesis refers to the
emergence of a
higher order of self-reproducing
structure or
organization or
hierarchy within a system, first...
-
continuous linear map on a
topological vector space) is
usually called hypercyclic operator. A
related idea is
expressed by the
wandering set. Lemma: If...
- the
album Holographic Universe by Scar
Symmetry Digital morphogenesis Hypercyclic morphogenesis The
Chemical Basis of
Morphogenesis All
pages with titles...
- It has been
suggested that this
article be
merged with
Hypercyclic morphogenesis to J.
Barkley Rosser Jr.. (Discuss)
Proposed since March 2025....
- econochemistry. He also
invented the
concepts of the
megacorpstate and
hypercyclic morphogenesis. He was the
first to
provide a
mathematical model of the...
- \{T^{n}(x)\,:\,n\geq 0\}} is dense, in
which case the
vector is
called hypercyclic (the
difference with the case of
cyclic vectors is that we are not taking...
- D. in
mathematics in 1985,
writing his
dissertation on "A
Study of Q-
Hypercyclic Rings." In 1985,
Malik joined the
faculty of
Creighton University, teaching...
-
invariant subspace problem. Read has also
published on
Banach algebras and
hypercyclicity; in particular, he
constructed the
first example of an amenable, commutative...
