Tadao Tanaka, Professor Kazunori Ochiai, Professor
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A condition number estimate for the third coarse space applied to scalar diffusion problems can be found in [23] for constant ρ-scaling and in Section 6 for extension scaling...
have shown that for two-letter Pisot substitutions, the strong coincidence conjecture is equiv- alent to the Pisot conjecture [38]; Barge and Diamond had previously shown that
In our previous papers, we used the theorems in finite operator calculus to count the number of ballot paths avoiding a given pattern.. From the above example, we see that we have
Includes some proper curves, contrary to the quasi-Belyi type result. Sketch of
We establish Hardy-type inequalities for the Riemann-Liouville and Weyl transforms as- sociated with the Jacobi operator by using Hardy-type inequalities for a class of
This paper presents an investigation into the mechanics of this specific problem and develops an analytical approach that accounts for the effects of geometrical and material data on
(A Weissenberg number is the ratio of the relaxation time of the fluid to a char- acteristic time associated with the flow.) Analytical solutions have been obtained for the
This is demonstrated in establishing Theorem 6.1, a quenched version of the results of Cern´ ˇ y [8] and Cabezas [7] on the tail of the exit time distribution, and we then extend