- In the
branch of
mathematics known as real analysis, the
Darboux integral is
constructed using Darboux sums and is one
possible definition of the integral...
-
Consultants Bureau, New York and London. A.T.
Fomenko Integrability and
Nonintegrability in
Geometry and Mechanics.
Kluwer Academic Publishers, The Netherlands...
-
Goriely is the
author of
three books Goriely A.
Integrability and
nonintegrability of
dynamical systems.
World Scientific; 2001.
Goriely A. The mathematics...
- of a
differentiable function on M (the
technical term is "completely
nonintegrable tangent hyperplane distribution"). Near each
point p, a
hyperplane distribution...
- of
nonholonomic constraints are: when the
constraint equations are
nonintegrable, when the
constraints have inequalities, or with
complicated non-conservative...
- said to be integrable,
while the
nonholonomic system is said to be
nonintegrable. When a path
integral is
computed in a
nonholonomic system, the value...
-
integrable in the
sense of
soliton theory. It
admits several integrable and
nonintegrable generalizations like the Landau-Lif****z equation, the
Ishimori equation...
-
Frobenius theorem on
integrability that the
contact field ξ is
completely nonintegrable. This
property of the
contact field is
roughly the
opposite of being...
-
finite difference equations. The
distinction between integrable and
nonintegrable dynamical systems has the
qualitative implication of
regular motion...
- R.; Prange, R. E.; Fishman,
Shmuel (1984). "Quantum
dynamics of a
nonintegrable system".
Physical Review A. 29 (4): 1639–1647. Bibcode:1984PhRvA..29...
