In this article, we study the large $n$ asymptotic expansions of $n\times n$ Toeplitz determinants whose symbols are indicator functions of unions of arc-intervals of the unit circle. In particular, we use an Hermitian matrix model reformulation of t...
We apply a basis function expansion method to create a time-evolving density/potential approximation of the late growth of simulated N-body dark matter haloes. We demonstrate how the potential of a halo from the Aquarius Project can be accurately rep...
A relation among the form factors of $<D \mid A_μ\mid D^*>$ at $q^2 \to 0$ is derived. It is verified to lowest order in both the $1/m_c$ expansion and the expansion in number of derivatives using the effective lagrangian that incorporates the heavy...
Polynomial series approximations are a central theme in approximation theory due to their utility in an abundance of numerical applications. The two types of series, which are featured most prominently, are Taylor series expansions and expansions der...
May 28, 2025 · Centrica Energy will open its first office in the United States as part of its expansion into North America. The new office, located in New York, marks Centrica Energy’s intention to enter the …
May 28, 2025 · Centrica Energy will open its first office in the United States as part of its expansion into North America. The new office, located in New York, marks Centrica Energy’s intention to enter the …
We introduce a family of (semi) bold-line series, assisted with $1/\text{N}_{f}$ expansions, with $\text{N}_{f}$ being the number of fermion flavours. If there is no additional $\mathrm{N}_{f}$ cut, the series reduces to the RPA series in the density...
To recommend relevant merchandises for seasonal retail events, we rely on item retrieval from marketplace inventory. With feedback to expand query scope, we discuss keyword expansion candidate selection using word embedding similarity, and an enhance...
In [De Cesare, Rychkov (2025)], we revisited the $d=2+ε$ expansion in the $O(N)$ Non-Linear Sigma Model (NLSM), emphasizing the existence of a protected operator which is a closed form with $N-1$ indices. The scaling dimension of this operator stays...
A new method is proposed for directly measuring the expansion rate of the universe through very precise measurement of the fluence of extremely stable sources. The method is based on the definition of the luminosity distance and its change along the...
We use a previously introduced mapping between the continuum percolation model and the Potts fluid (a system of interacting s-states spins which are free to move in the continuum) to derive the low density expansion of the pair connectedness and th...
Base on my limited experience: As soon as possible- Raise Taxes, Minor Privatization of Welfare, Ancient Rezenid City, Expansion and Further Expansion of Administrative Government, All Sanctuaries es...
The virial expansion characterizes the high-temperature approach to the quantum-classical crossover in any quantum many-body system. Here, we calculate the virial coefficients up to the fifth-order of Fermi gases in 1D, 2D, and 3D, with attractive co...
Jun 7, 2025 · Kintamanate wrote: ↑ Not sure if you mean Seagate expansion in general, or this particular size, but been running the 14tb version, shucked in
Nov 13, 2025 · a_souljah wrote: ↑ I bought this from Seagate about 2 weeks ago: Expansion Desktop Hard Drive 26TB-STKP26000400 Just scanned it with crystaldisk and got the following: …
299 for 28 tb is around $11/tb. [https://www.seagate.com/products/external-hard-drives/expansion-desktop-hard-drive/?sku=STKP6000400](https://www.seagate.com/products/external-hard-drives/expansion-de...