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Ackermannian Goodstein principles for first order Peano arithmetic

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Chicago
Weiermann, Andreas. 2017. “Ackermannian Goodstein Principles for First Order Peano Arithmetic.” In Sets and Computations, ed. Sy-David Friedman, Dilip Raghavan, and Yue Yang, 33:157–181. Singapore, Singapore: World Scientific.
APA
Weiermann, A. (2017). Ackermannian Goodstein principles for first order Peano arithmetic. In S.-D. Friedman, D. Raghavan, & Y. Yang (Eds.), Sets and computations (Vol. 33, pp. 157–181). Singapore, Singapore: World Scientific.
Vancouver
1.
Weiermann A. Ackermannian Goodstein principles for first order Peano arithmetic. In: Friedman S-D, Raghavan D, Yang Y, editors. Sets and computations. Singapore, Singapore: World Scientific; 2017. p. 157–81.
MLA
Weiermann, Andreas. “Ackermannian Goodstein Principles for First Order Peano Arithmetic.” Sets and Computations. Ed. Sy-David Friedman, Dilip Raghavan, & Yue Yang. Vol. 33. Singapore, Singapore: World Scientific, 2017. 157–181. Print.
@incollection{8524900,
  author       = {Weiermann, Andreas},
  booktitle    = {Sets and computations},
  editor       = {Friedman, Sy-David and Raghavan, Dilip and Yang, Yue},
  isbn         = {9789813223516 },
  issn         = {1793-0758},
  language     = {eng},
  pages        = {157--181},
  publisher    = {World Scientific},
  series       = {Lecture Notes Series, Institute for Mathematical Sciences, National University of Singapore},
  title        = {Ackermannian Goodstein principles for first order Peano arithmetic},
  url          = {http://dx.doi.org/10.1142/9789813223523\_0007},
  volume       = {33},
  year         = {2017},
}

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