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US team finds ‘super-polynomial’ problems that even quantum computers can’t crack

These phases include a variety of forms, such as topological and non-equilibrium phases, each with unique properties. The study authors emphasize ... the time needed becomes super-polynomial, ...
New Scientist

Quantum computers reveal that the wave function is a real thing

The uncertainty inherent to quantum mechanics has long left physicists wondering whether the observations we make on the ...
Chicago Sun-Times

Mayor Johnson signs executive order declaring city-owned properties 'ICE-free zones'

Why are we asking for donations? Why are we asking for donations? This site is free thanks to our community of supporters. Voluntary donations from readers like you keep our news accessible for ...
IEEE

Generalized Adaptive Polynomial Window Function

Abstract: We present a novel method to design and optimize window functions based on combinations of linearly independent functions. These combinations can be performed using different strategies, ...
PNAS

Arithmetical Properties of Polynomials Associated with the Lemniscate Elliptic Functions

Note: The article usage is presented with a three- to four-day delay and will update daily once available. Due to ths delay, usage data will not appear immediately following publication. Citation ...
GitHub

An efficient method of spline approximation for power function

Let $P(m, X, N)$ be an $m$-degree polynomial in $X\in\mathbb{R}$ having fixed non-negative integers $m$ and $N$. Essentially, the polynomial $P(m, X, N)$ is a result ...
Forbes

Gain-Of-Function Experiments At Boston University Create A Deadly New Covid-19 Virus. Who Thought This Was A Good Idea?

After all the controversy over the past few years about gain-of-function research on viruses, especially the Covid-19 virus, I thought this kind of work was on hold, at least in the U.S. Indeed, the ...
marktechpost

Waymo and Google Researchers Propose a Simple Framework, called PolyLoss, to View and Design Loss Functions as a Linear Combination of Polynomial Functions

This Article Is Based On The Research 'POLYLOSS: A POLYNOMIAL EXPANSION PERSPECTIVE OF CLASSIFICATION LOSS FUNCTIONS'. All Credit For This Research Goes To The Researchers Of This Paper 👏👏👏 Please ...