Sentence examples for this theory includes from inspiring English sources

Exact(14)

Evidence to support this theory includes the fact that the hiring of temps did pick up last month, but the retail sector actually cut 28,000 jobs.

Evidence in support of this theory includes the tendency of children to make systematic mistakes which indicate a tendency to impose rules on what turn out to be grammatical exceptions (eg, "I dided it" instead of "I did it").

This theory includes the effects of transverse shear strain as well as the transverse normal strain.

This theory includes a thermal relaxation time in the heat conduction equation in order to model the finite speed of the thermal wave.

This theory includes the asymptotics of solutions in weighed L 2 Sobolev spaces and a description of the singularities of the Green function near the conical points.

This theory includes the shear deformation and contains the higher- and first-order shear deformation theories and classical plate theory as special cases.

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Similar(45)

Areas of potential applications of this theory include physics, economics, and engineering in dealing with the study of equilibrium points (which are fixed points of certain mappings).

Example applications of this theory include the electromechanical fields of piezoelectric materials and the wave equation in the limit of chemically homogeneous solids.

The main objectives of this theory include: (1) existence of attractor bifurcation when the system parameter crosses some critical number,   (2) dynamic stability of bifurcated solutions, and   (3) the topological structure of the bifurcated attractor.  .

The article then discusses limitations of this theory, including lack of established methods, need for evaluation against existing methods, obstacles to implementation under current regulations, and suggested additional research.

Applications of this theory include an approximation of 1-dimensional metric currents in terms of normal currents and the construction of Alberti representations in the directions of vector fields.

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