Sentence examples for equivalence problem of from inspiring English sources

(d) We say that a machine (M') polynomially reduces (resp. is polynomially equivalent) to a machine M if the configuration equivalence problem of (M') polynomially reduces (resp. is polynomiall equivalent) to the configuration equivalence problem for M.  .

We say that a machine (M') polynomially reduces (resp. is polynomially equivalent) to a machine M if the configuration equivalence problem of (M') polynomially reduces (resp. is polynomiall equivalent) to the configuration equivalence problem for M. A deterministic machine M is called universally halting if it does not have infinitely long computations (see [8]).

Finally, CBGA is applied to successfully solve the stiffness equivalence problem of the small-aspect-ratio aircraft wing to tapered beam.

Our results suggest a natural analogue of the Shift Equivalence Problem in the context of C⁎-correspondences.

The explanation of the equivalence problem is given as follows.

Thus we just need to modify the Minsky machine ( MM _4) so that the new machine ( MM _m), (m>4), has the same complexity of the configuration equivalence problem but time function larger than (g(n^4)).

This could reduce the equivalence problem.

Students in the Intervention First group were able to maintain their scores on the test of equivalence problems 4 weeks after the conclusion of the intervention.

Moreover, for the Intervention First group, the level of performance on equivalence problems persisted for 4 weeks after the intervention ended, but the students' relational thinking was not maintained.

In Section 2, we make some preliminaries in Henstock-Kurzweil integral; in Section 3, we will prove the equivalence of problem (1.3) and an integral equation as well as existence and uniqueness of solution for the linear problem which associate with (1.3); in Section 4, we are devoted to the existence results for the singular problem (1.3).

The symmetry and continuity of the bilinear form (B {Omega},cdot,cdot)) and the properties of the set (K_{t}) provide (see [29]) the equivalence of problem (6) to the variational inequality xi_{t}in K_{t}, quad B(Omega, xi_{t},{chi}-xi_{t} geq int _{Omega} F({chi}-xi_{t}),{chi}-xi_{t} geql chintW,w, psi)in K_{Omega}