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- SYMMETRIC SPACES, PENROSE LIMITS and MAXIMAL SUPERSYMMETRY the Fundamental Tenet of General Relativity Can Be Paraphrased As
- A Finite Landscape?
- Self-Dual Kähler Manifolds and Einstein Manifolds of Dimension Four Compositio Mathematica, Tome 49, No 3 (1983), P
- A Geometric Introduction to the 2-Loop Renormalization Group Flow
- Holonomy Groups of Lorentzian Manifolds - a Status Report
- A Study on Some Geometric Properties and Physical Applications of a Mixed Quasi-Einstein Spacetime
- Einstein Metrics, Harmonic Forms, & Symplectic Four-Manifolds Claude
- Werner Ballmann
- Kähler-Einstein Metrics on Fano Manifolds
- On the Application of M-Projective Curvature Tensor in General Relativity
- Obstructions on the Horizon Geometry from String Theory Corrections to Einstein Gravity
- K\" Ahler-Einstein Metrics
- Supersymmetry of Gravitational Ground States Jerome P
- On Nearly Quasi Einstein Manifolds
- Einstein Manifolds with Torsion and Nonmetricity and Some Applications in (Super)Gravity Theories
- Lecture Notes on Sasaki-Einstein Manifolds and G2 Manifolds
- Red String Duality and G2 Manifolds
- On the Betti and Tachibana Numbers of Compact Einstein Manifolds
- Four Dimensional Sigma Model Coupled to the Metric Tensor Field
- Supersymmetric Ads 3, Ads 2 and Bubble Solutions
- Super Quasi-Einstein Manifolds with Applications to General Relativity
- Einstein Manifolds and Contact Geometry 1
- Almost-Kähler Geometry
- Physics Renormalίzation Group Flow for General Σ-Models
- G2 -Manifolds and M-Theory Compactifications
- Conformal Mappings of Mixed Generalized Quasi-Einstein Manifolds Admitting Special Vector Fields
- NEARLY EINSTEIN MANIFOLDS 1. Introduction
- On the Classification of Warped Product Einstein Metrics
- Einstein Metrics, Four-Manifolds, and Conformally Kähler Geometry
- Holonomy of Einstein Lorentzian Manifoldsdedicated to Mark Volfovich Losik on His 75Th Birthday Anton S Galaev
- Uniqueness of the De Sitter Spacetime Among Static Vacua with Positive Cosmological Constant Oussama Hijazi, Sebastian Montiel, Simon Raulot
- Supersymmetric Ads Backgrounds in String and M-Theory