Tootfinder

'Like a Criminal': Florida Homeowner Jailed for a Week After HOA Violation Over Patch of Brown Grass
https://atlantablackstar.com/2025/07/17/florida-homeowner-jailed-for-a-week-after-hoa-violation/

ILA: Correctness via Type Checking for Fully Homomorphic Encryption
Tarakaram Gollamudi, Anitha Gollamudi, Joshua Gancher
https://arxiv.org/abs/2509.11559 https://

ILA: Correctness via Type Checking for Fully Homomorphic Encryption
RLWE-based Fully Homomorphic Encryption (FHE) schemes add some small \emph{noise} to the message during encryption. The noise accumulates with each homomorphic operation. When the noise exceeds a critical value, the FHE circuit produces an incorrect output. This makes developing FHE applications quite subtle, as one must closely track the noise to ensure correctness. However, existing libraries and compilers offer limited support to statically track the noise. Additionally, FHE circuits are als…

A Scalable Architecture for Efficient Multi-bit Fully Homomorphic Encryption
Jiaao Ma, Ceyu Xu, Lisa Wu Wills
https://arxiv.org/abs/2509.12676 https://arxi…

A Scalable Architecture for Efficient Multi-bit Fully Homomorphic Encryption
In the era of cloud computing, privacy-preserving computation offloading is crucial for safeguarding sensitive data. Fully Homomorphic Encryption (FHE) enables secure processing of encrypted data, but the inherent computational complexity of FHE operations introduces significant computational overhead on the server side. FHE schemes often face a tradeoff between efficiency and versatility. While the CKKS scheme is highly efficient for polynomial operations, it lacks the flexibility of the binar…

On manifolds homeomorphic to spheres
Somnath Basu, Sachchidanand Prasad
https://arxiv.org/abs/2509.13008 https://arxiv.org/pdf/2509.13008

On manifolds homeomorphic to spheres
We prove a result analogous to Reeb's theorem in the context of Morse-Bott functions: if a closed, smooth manifold $M$ admits a Morse-Bott function having two critical submanifolds $S^k$ and $S^l$ ($k \neq l$), then $M$ has dimension $k+l+1$ and is homeomorphic to the standard sphere $S^{k+l+1}$ but not necessarily diffeomorphic to it. We also prove similar results for projective spaces over the real numbers, complex numbers and quaternions.

A Special Deal:
In a moment of peril, Florida lawmakers allowed Citizens, its home insurer of last resort, to take disputes before judges whose salaries it funds.
Winning Record: Citizens has taken more than 1,500 insurance disputes to mandatory arbitration, where it wins more than 90% of final hearings.
In court it wins just over half the time.
Systemic Issues: Citizens says the process is fast, cheap and fair.
Homeowners say the forum violates their rights.

A Florida Home Insurer Was Allowed to Bypass the Courts During Claim Disputes. It Won More Than 90% of the Time.
State legislators and executives at Citizens Property Insurance touted mandatory arbitration as advantageous for both consumers and insurers. In practice, homeowners were left with few avenues for recourse when their claims were denied.

Towards small quantum Chern character
Hua-Zhong Ke, Changzheng Li, Jiayu Song
https://arxiv.org/abs/2507.12333 https://arxiv.org/pdf/…

Towards small quantum Chern character
We show a quantum version of Chern character homomorphism from the small quantum K-theory to the small quantum cohomology in the cases of projective spaces and incidence varieties, whose classical limit gives the classical Chern character homomorphism. We also provide a ring presentation of the small quantum K-theory of Milnor hypersurfaces.

Jede Woche ein Album auf heavy rotation. Vergangene Woche lief hier das frisch erschienene Live-Album von The Warning. Wer die Band nicht kennt: Auch Gen Z kann Rockmusik machen. Und zwar sowas von! Im konkreten Fall drei Schwestern aus Mexiko, die mit Anfang 20 schon 10 Jahre Bühnenerfahrung als Band haben. Unbedingt hörenswert, am besten Live-Aufnahmen. #rocknroll

"Almost all external insulation fitted under Tory scheme needs repair or replacing, report finds"
#UK #UnitedKingdom #Houses

Cut your cooling costs and reduce pollution with solar energy! Learn how to save money and the planet in the long run. #climatechange #climatesolutions #climate

Government analysis reveals projected increases in home cooling costs — here's how to beat quickly rising utility prices
As millions of homeowners watch their electricity bills rise with the blazing temperatures, experts have a recommendation to keep costs low — create a personal power plant with solar energy.

Rotation sets for random compositions of $\T$ homeomorphisms
Catalina Freijo, Fabio Tal
https://arxiv.org/abs/2510.11989 https://arxiv.org/pdf/2510.11989…

Rotation sets for random compositions of $\T$ homeomorphisms
We study cocycles of homeomorphisms of $\T$ in the isotopy class of the identity over shift spaces, using as a tool a novel definition of rotation sets inspired in the classical work of Miziurewicz and Zieman. We discuss different notions of rotation sets, for the full cocyle as well as for measures invariant by the shift dynamics on the base. We present some initial results on the shape of rotation sets, continuity of rotation sets for shift-invariant measures, and bounded displacements for ir…