Forecasts With a Radar Reveal True Robustness

The forecasting world loves a clean score. A single number, a neat SMAPE or MAPE, and we feel like we understand a model’s performance. But in the messy real world, data behave like weather: they shift, surprise, and reveal different strengths and weaknesses at different moments. The new study behind ModelRadar argues that this hunger…

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Hidden Zeros Rewrite Our Picture of the Cosmos

Cosmology often feels like a treasure hunt along a foggy shoreline, where equations sketch the tides of time and the shape of space. A Brown University team turns the hunt inward, asking not for a single grand law but for the way a whole family of diagrams stitches together the universe’s wavefunction, diagram by diagram….

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A Hidden Twist in the Geometry of Probabilities

Probability isn’t a single number or a single rule of thumb. It’s a landscape, a space of possibilities where distributions live and move. Mathematicians map that landscape as a density manifold, a place where tiny nudges to a distribution feel like moving along a curve rather than flipping a switch. In that world, what you…

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SKA Could Decode the Hidden Gas in Galaxy Cavities

Deep in the cosmic seas where galaxy clusters form and reign, there are giant bubbles inflated by jets from supermassive black holes. These cavities push aside hot gas, creating X-ray faint pockets that glow faintly in radio waves. The Sunyaev-Zel’dovich (SZ) effect—the way the cosmic microwave background is distorted as it passes through hot electrons—offers…

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Exposure Rules the Feed and Reshapes Discovery

In a world of endless scrolling, your feed isn’t just a sequence of videos or posts; it’s a living experiment. Recommender systems learn from what you click, watch, or skim, and they tune themselves to maximize engagement. But the side effect is a popularity bias: items that are already popular get more exposure, which makes…

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Five Planes Unveil Geometry’s Hidden Grammar.

Geometry sits at a peculiar crossroads. It houses the smooth continuity of lines and surfaces while also harboring a stubborn discrete side: how many ways can pieces intersect, split space, and create new regions? Stefan Forcey, at The University of Akron, leads us into that boundary in Counting Plane Arrangements via Oriented Matroids. The paper…

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What a New Map Teaches Us About Infinite Symmetries

The mathematics of symmetry is rarely tidy. It bleeds into physics, geometry, and even the way we model information. In the last decade, a thriving language has emerged to capture these ideas: vertex operator algebras, or VOAs. These objects sit at the crossroads of two-dimensional conformal field theory, string theory, and deep algebraic structures. They’re…

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