Abstract
Quantifying Health Benefits of Coal Power Plant Phase-Out in Canada and the U.S.: An Adjoint Sensitivity Analysis
Environmental health perspectives. Supplements, v 2018(1)
24 Sep 2018
Abstract
Using the direct relation between the Gegenbauer polynomials and the Ferrers function of the first kind, we compute interrelations between certain Jacobi polynomials, Meixner polynomials, and the Ferrers function of the first kind. We then compute Rodrigues-type and orthogonality relations for Ferrers functions of the first and second kinds. In the remainder of the paper using the relation between Gegenbauer polynomials and the Ferrers function of the first kind we derive connection and linearization relations, some definite integral and series expansions, some asymptotic expansions of Mehler-Heine type, Christoffel-Darboux summation formulas, and infinite series closure relations (Dirac delta distribution).
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Details
- Title
- Quantifying Health Benefits of Coal Power Plant Phase-Out in Canada and the U.S.: An Adjoint Sensitivity Analysis
- Creators
- Burak Yasar OztanerMarjan Soltan ZadehAmanda PappinShunliu ZhaoAmir HakamiMatt TurnerDaven HenzeShannon Capps - Drexel University, Civil, Architectural, and Environmental EngineeringPeter PercellJaroslav ReslerJesse Bash - Environmental Protection AgencySergey NapelenokKathleen FaheyRob PinderArmistead RussellAthanasios NenesJaemeen BaekGreg CarmichaelCharles StanierAdrian SanduTianfeng Chai
- Publication Details
- Environmental health perspectives. Supplements, v 2018(1)
- Conference
- ISES-ISEE 2018 Joint Annual Meeting (Ottawa, Canada, 26 Aug 2018–30 Aug 2018)
- Resource Type
- Abstract
- Language
- English
- Academic Unit
- Civil, Architectural, and Environmental Engineering
- Other Identifier
- 991019186621604721