Federico, Felicia Rauser, Casandra Gold, Mark
The 2017 Sustainable LA Environmental Report Card (ERC) for Los Angeles County (LA County) on Energy and Air Quality offers an in-depth look at the region’s sustainability efforts focusing on the energy we use, greenhouse gas emissions, and the air we breathe. The LA County Environmental Report Card is the only comprehensive environmental report ca...
Federico, Felicia Rauser, Casandra Gold, Mark
The 2017 Sustainable LA Environmental Report Card (ERC) for Los Angeles County (LA County) on Energy and Air Quality offers an in-depth look at the region’s sustainability efforts focusing on the energy we use, greenhouse gas emissions, and the air we breathe. The LA County Environmental Report Card is the only comprehensive environmental report ca...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...
Kornell, Andre
We investigate the position that foundational theories should be modelled on ordinary computability, with axioms and theorems presented as sequents of Σ formulas. We define a proof from such a theory to be a finite sequence of Σ formulas, with an axiom of the theory applied at each step. We obtain a complete system of logical axioms for this style ...