Speaker
            
    Fabian Zierler
        
            (Swansea University)
        
    Description
We present new results for Sp(4) Yang-Mills theory around its first-order thermal phase transition by reconstructing the density of states via the LLR algorithm. We show results on different space and time extents, as well as aspect ratios, and estimate discretization artifacts. We see clear signatures of the first-order transition and determine the critical coupling, the specific heat and set bounds on the surface tension.
| Parallel Session (for talks only) | Theoretical developments and applications beyond Standard Model | 
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Authors
        
            
                
                
                    
                        Biagio Lucini
                    
                
                
                        (Queen Mary University of London (UK))
                    
            
        
            
                
                
                    
                        David Mason
                    
                
                
                        (JSC)
                    
            
        
            
                
                
                    
                        Davide Vadacchino
                    
                
                
            
        
            
                
                
                    
                        Ed Bennett
                    
                
                
            
        
            
                
                
                    
                        Enrico Rinaldi
                    
                
                
                        (Quantinuum K. K.)
                    
            
        
            
                
                
                    
                        Fabian Zierler
                    
                
                
                        (Swansea University)
                    
            
        
            
                
                
                    
                        Maurizio Piai
                    
                
                
                        (Swansea University)
                    
            
        
    
        