consistency condition

At this point there are no more constraints or consistency conditions to check.

Now, there are some consistency conditions which must be satisfied in order for this formalism to make sense.

Local consistency conditions can be grouped into various classes.

These ideas would be revived within string theory, where they are demanded by consistency conditions.

Every local consistency condition can be enforced by a transformation that changes the problem without changing its solutions.

This is an important consistency condition, so Einstein dropped this theory in late 1914.

The consistency conditions had been so strong, that the entire theory was nearly uniquely determined, with only a few discrete choices.

The original local consistency conditions require that every consistent assignment can be consistently extended to another variable.

The strong clock consistency condition, which is two way (if then ), can be obtained by other techniques such as vector clocks.

Suppose that these measures satisfy two consistency conditions:

Now that there are new terms in the Hamiltonian, one should go back and check the consistency conditions for the primary and secondary constraints.

Secondly, the mathematical consistency condition also eliminates the relative energy in the c.m. frame.

In these theories, all dimensions (and the central charge) are rational numbers that can be computed from the consistency conditions of conformal field theory.

In the same year, David Gale found the same consistency conditions, but in connection with the network flow problem.

This esoteric consistency condition therefore comes quite close to explaining how quanta and fermions arise in physics to begin with.

The can then be substituted into the consistency condition for isotropic incompressible hyperelastic materials.

Upon finding the secondary constraint one should add it to the extended Hamiltonian and check the new consistency conditions, which may result in still more constraints.

Hence, PBE is a consistency condition on players' beliefs.

These consistency conditions can be found by comparing Hooke's law with linearized hyperelasticity at small strains.

Assuming the consistency condition has been iterated until all of the constraints have been found, then will index all of them.

Some economists argued that we could pin down the conjectures by a consistency condition, most notably Timothy Bresnehan in 1981.

Moreover, judgments of timing (and thus priority) can be influenced by variation of other parameters, chiefly Wegner's consistency condition.

Usually assumed consistency conditions relate imprecise probability assignments to non-empty closed convex sets of probability distributions.

This relation only goes one way, and is called clock consistency condition: if one event comes before another, then that event's logical clock comes before the other's.

S K Patch, Consistency conditions upon 3D CT data and the wave equation, Phys.