Alphabeta MathSupersymmetry Breaking and Collider Inference — Examples
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1 · Prerequisites
Abstract Algebra
Linear Algebra
Measure Theory
Non-relativistic Classical Mechanics — Mathematics
Real Analysis
- Construction of the Real Numbers via Cauchy Sequences
- Construction of the Real Numbers via Dedekind Cuts
- Continuity, IVT, EVT, and Uniform Continuity
- Countability and Uncountability
- Foundations of the Real Numbers for Analysis
- Limits of Real Functions
- limsup, liminf, and Subsequential Limits
- Mixed Partials, Taylor Formulae, and Extrema
- Monotone Functions, Discontinuities, and Continuity Sets
- Monotone Sequences, Bolzano-Weierstrass, and Cauchy Completeness
- Properties of the Integral and the Working FTC
- Rⁿ as a Normed Space; Vector-Valued Functions
- Roots, Rational Powers, and Classical Inequalities
- Sequences and Limits
- Suprema and Infima
- The Derivative and the Mean Value Theorems
- The Inverse and Implicit Function Theorems
- The Inverse Function Theorem Completed
- The Riemann Integral: Definition and Integrability
- The Total Derivative in ℝᵐ → ℝⁿ
- Topology of ℝ
Set Theory
2 · Logical flowchart
3 · Items
Experiment
ATLAS search for compressed higgsinos with low-momentum tracks
Experiment
CMS search for supersymmetry with boosted hadronic and leptonic objects
Sources
- ATLAS Collaboration, “Search for higgsinos in compressed mass spectra using low-momentum tracks in pp collisions at √s = 13 TeV with the ATLAS detector”
- CMS Collaboration, CMS-PAS-SUS-23-014, “Search for supersymmetry in hadronic and leptonic final states with highly Lorentz-boosted objects at √s = 13 TeV”
- Full 31-page CMS Physics Analysis Summary CMS-PAS-SUS-23-014