WebbPhilipp Hieronymi and David Schüller Energy Economics , 2015, vol. 47, issue C, 25-36 Abstract: We analyze the impact on energy investments stemming from different emission permit classes, by considering permits that are allocated inside the European Emission Trading Scheme and secondary Certified Emission Reduction (sCER) permits originating … WebbOrganizing Committee (with Saugata Basu (Purdue University, USA) and Philipp Hieronymi (University of Illinois at Urbana-Champaign, USA)) Special Session Page . at the Sectional Meeting Website DRMTA 5: Donau-Rhein Model Theory and Applications, 5th Meeting University of Konstanz, Germany 24th January 2024
An analogue of the Baire category theorem The Journal of …
Webb28 aug. 2015 · Philipp Hieronymi and David Schüller View chapter 11 Not In My Backyard Activism and Information Dominic Hauck View chapter 12 Time-Consistent Climate Policies Maria Elisa Belfiori View chapter End Matter Contributors Contributors Index Views 16 Altmetric More metrics information More from Oxford Academic Environmental … WebbAdvised by Prof. Philipp Hieronymi. Topic: Exploring Büchi-automatic fractals and implementing a known decision procedure for Presburger arith-metic with quadratic irrational coe˝cients. Teaching Experience CS 426 Compiler Construction, Course Assistant at UIUC Aug. 2024 - Dec. 2024 floral manager jobs near me
1 008 PHILIPP HIERONYMI
WebbAbstract. The reader is assumed to have [M2] at hand. I give here: (i) stronger versions of some of the results due to a remarkable result of Philipp Hieronymi; (ii) a refinement of 3.1 and an application thereof, and (iii) an alternate formulation of Theorem A and an easier proof (that given in [M2] being based on lemmas needed to prove the rather more … WebbHey Philipp Hieronymi! Claim your profile and join one of the world's largest A.I. communities. claim Claim with Google Claim with Twitter Claim with GitHub Claim with LinkedIn. WebbPHILIPP HIERONYMI AND MICHAEL TYCHONIEVICH (Communicated by Julia Knight) Abstract. We give a criterion when an expansion of the ordered set of real numbers defines the image of (R,+,-,N) under a semialgebraic injection. In particular, we show that for a non-quadratic irrational number a, the expan floral lunch tote