5243 papers
Hep-Ph explores the fundamental forces that govern how particles interact and behave at the smallest scales imaginable. This field bridges the gap between theoretical predictions and experimental reality, helping scientists understand the building blocks of our universe without getting lost in complex mathematics. Whether investigating the Higgs boson or searching for new physics beyond current models, these studies push the boundaries of human knowledge about matter and energy.
At Gist.Science, we process every new preprint in this category as soon as it appears on arXiv. We strip away the dense jargon to offer both accessible plain-language explanations and detailed technical summaries, ensuring that groundbreaking research is understandable to everyone from students to seasoned experts. Below are the latest papers in this dynamic field, ready for you to explore with clarity and depth.
This paper develops a controlled perturbative effective field theory framework in three dimensions for strong phase transitions, overcoming the limitations of standard high-temperature dimensional reduction by establishing specific power-counting relations that enable systematic improvements in thermodynamic predictions.
This paper derives a general, model-independent formula for the Von Neumann entanglement entropy of a single particle species in a scattering process, expressing it in terms of total cross sections and differential distributions while demonstrating that higher-order Rényi and Tsallis entropies at leading order depend only on total probabilities.
This paper demonstrates that models of Strongly Interacting Light Higgs with partial compositeness can evade stringent constraints from and electron EDM measurements by invoking accidental or symmetries, thereby allowing the compositeness scale to reside in the few-TeV range and making it accessible to upcoming charged lepton flavor violation experiments and collider searches.
The paper introduces pyAmpliCol, a fast public generator that extends the practical reach of colour-resolved tree-level matrix elements to higher multiplicities by utilizing a symmetric group fast Fourier transform to efficiently compute exact full-colour results, thereby bridging high-multiplicity calculations with event generation, merging, and precision applications.
This paper presents a complete analytic computation of the energy-energy correlator (EEC) in super Yang-Mills theory at next-to-next-to-leading order by resolving the elliptic sector through its identification with the sunrise integral's modular curve and expressing the result in terms of iterated Eisenstein integrals.
This paper determines the infrared-sensitive contribution to the pressure of hot and dense massless QED across the crossover between thermally dominated and degenerate regimes, revealing that the zero-temperature term arises only in a nonuniform limit where the weak-coupling and zero-temperature limits do not commute.
This paper calculates next-to-leading order corrections and renormalization group improvements for a Standard Model extension with vector-like leptons, revealing that these higher-order effects contract the predicted correlation ellipse between Higgs couplings and dipole moments, thereby expanding the parameter space compatible with the updated muon magnetic moment.
This paper investigates the observational signatures of dyonic black holes in non-linear electrodynamics, demonstrating that their modified geometry leads to smaller ISCO radii and higher effective temperatures compared to standard solutions, while statistical analysis of Event Horizon Telescope data confirms that these models provide a good fit for the observed properties of Sagittarius A*.
This paper demonstrates that replacing classical point-emitter approximations with quantum-mechanical minimum-uncertainty Gaussian distributions in transport models significantly modifies proton-pair femtoscopic sources and correlations in small collision systems, thereby establishing the validity limits of the classical approach.
This paper utilizes the Mellin-Barnes representation of de Sitter propagators to express tree-level and one-loop massive particle exchange diagrams as finite, convergent integrals, enabling the direct computation of cosmological collider signatures like the triple-exchange bispectrum and complete one-loop triangle without requiring analytic continuation.