Wintertime Nocturnal Temperature Distribution Based on Spatially High Density Observation Data in the Tokyo Metropolitan Area under Clear Sky and Weak Wind Conditions

We will show that under different assumptions on the distribution of the state and the observation noise, the conditional chain (given the observations Y s which are not

In this paper, we will prove the existence and uniqueness of strong solutions to our stochastic Leray-α equations under appropriate conditions on the data, by approximating it by

We finish this section with the following uniqueness result which gives conditions on the data to ensure that the obtained strong solution agrees with the weak solution..

Under small data assumption, we prove the existence and uniqueness of the weak solution to the corresponding Navier-Stokes system with pressure boundary condition.. The proof is

After performing a computer search we find that the density of happy numbers in the interval [10 403 , 10 404 − 1] is at least .185773; thus, there exists a 404-strict

Under some conditions on the diffusion and the source terms, the author proved the existence and uniqueness of global weak solutions to the class of semilinear degenerate problems

Because of the bijection Inv: ˜ S n I → P n−1 (Theorem 4.4) we can pull the Young lattice back to ˜ S n I and obtain a third partial order, in addition to weak order and Bruhat

Building on the achievements of the Tokyo Climate Change Strategy so far, the Tokyo Metropolitan Government (TMG) is working with a variety of stakeholders in