Firebase expands to become a unified app platform
Points: 530 | Comments: 204 | Author: Nemant
BLACKPINK's JENNIE Drops Expanded 'Ruby (The Complete ...
7 hours ago · BLACKPINK's JENNIE celebrated the one-year anniversary of her debut solo album with expanded 'Ruby (The Complete Collection)' with six new tracks.
Strong Parallel Repetition for Unique Games on Small Set Expanders
Strong Parallel Repetition for Unique Games on Small Set Expanders The strong parallel repetition problem for unique games is to efficiently reduce the 1-delta vs. 1-C*delta gap problem of Boolean unique games (where C>1 is a sufficiently large con...
Surprises in the suddenly-expanded infinite well
I study the time-evolution of a particle prepared in the ground state of an infinite well after the latter is suddenly expanded. It turns out that the probability density $|Ψ(x, t)|^{2}$ shows up quite a surprising behaviour: for definite times, {...
ALLS16K
Black Holes Could Finally Solve the Mystery of Dark Energy (And the Expanding Universe) Cosmologists have an expanding problem ... literally. Could gravitational waves from merging black holes be the...
Rozana raises â¹290 crore in Series B to expand rural retail ...
17 hours ago · Rozana secures â¹290 crore in Series B funding to expand its rural retail network and enhance technology and product offerings.
Prevent content from expanding grid items
Tags: css, grid-layout, css-grid | Score: 391
Financing Urban Infrastructure through Land Leasing: Evidence from Bahir Dar City, Ethiopi…
The provision of essential urban infrastructure and services for the expanding population is a persistent financial challenge for many of the rapidly expanding cities in developing nations like Ethiopia. The land lease system has received little acad...
High Dimensional Expanders: Eigenstripping, Pseudorandomness, and Unique Games
Higher order random walks (HD-walks) on high dimensional expanders (HDX) have seen an incredible amount of study and application since their introduction by Kaufman and Mass [KM16], yet their broader combinatorial and spectral properties remain poorl...
Existence of ACIM for Piecewise Expanding $C^{1+\varepsilon}$ maps
In this paper, we establish Lasota-Yorke inequality for the Frobenius-Perron Operator of a piecewise expanding $C^{1+\varepsilon}$ map of an interval. By adapting this inequality to satisfy the assumptions of the Ionescu-Tulcea and Marinescu ergodic...
Iran live updates: Israel and Iran launch new strikes in expanding Middle East war
At least 1,230 people have been killed in Iran; six American service members have died in retaliatory strikes.
Expanding Ricci solitons coming out of weakly PIC1 metric cones
Motivated by recent work of Deruelle-Schulze-Simon, we study complete weakly PIC1 Ricci flows with Euclidean volume growth coming out of metric cones. We show that such a Ricci flow must be an expanding gradient Ricci soliton, and as a consequence, a...
Generalized Many-Body Expanded Full Configuration Interaction Theory
Facilitated by a rigorous partitioning of a molecular system's orbital basis into two fundamental subspaces - a reference and an expansion space, both with orbitals of unspecified occupancy - we generalize our recently introduced many-body expanded f...
derivatives - How to expand $d/dt$ in Euler-Lagrange equation ...
Jan 14, 2025 · I'm trying to understand how to expand the vector form of the Euler-Lagrange equation. I'm reading the following page which discusses the use of the equation to train a neural network that …
Expanding the unicellular LLT polynomials of two-headed melting lollipops into ribbon Schu…
We prove a simple formula expanding the unicellular LLT polynomials of a class of graphs we call two-headed melting lollipops into ribbon Schur functions. Our work extends the Schur expansion originally found for melting lollipop graphs by Huh, Nam,...
Kerr Black Holes in an Expanding Bubble
An exact and analytical solution, in four-dimensional general relativity, describing a collinear array of an arbitrary number of Kerr black holes inside an expanding bubble of nothing is built, thanks to the inverse scattering technique. Physical pro...
Statistical stability for diffeomorphisms with mostly expanding and mostly contracting cen…
For partially hyperbolic diffeomorphisms with mostly expanding and mostly contracting centers, we establish a topological structure, called skeleton{a set consisting of finitely many hyperbolic periodic points with maximal cardinality for which there...
Construction of Non-expandable Non-overlapping Sets of Pictures
The non-overlapping sets of pictures are sets such that no two pictures in the set (properly) overlap. They are the generalization to two dimensions of the cross-bifix-free sets of strings. Non-overlapping sets of pictures are non-expandable when no...
Constraining an Expanding Locally Anisotropic metric from the Pioneer anomaly
It is discussed the possibility of a fine-tuneable contribution to the two way Doppler acceleration either towards, either outwards the Sun for heliocentric distances above 20 AU by considering a background described by an Expanding Locally Anisotrop...
MainOne Expands Data Center in Côte d'Ivoire - SubTel Forum
MainOne, An Equinix Company, Expands Data Center Footprint in Cote d’Ivoire MainOne Press Release November 6, 2023 MainOne, an Equinix Company, West Africa’s leading connectivity and …