Douglas R. Hofstadter (German Wikipedia)

Analysis of information sources in references of the Wikipedia article "Douglas R. Hofstadter" in German language version.

refsWebsite

Global rank German rank

3arxiv.org

69^th place

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3zdb-katalog.de

123^rd place

6^th place

3uwaterloo.ca

3,153^rd place

5,754^th place

2nature.com

234^th place

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1mathgenealogy.org

4,501^st place

7,610^th place

1christian-forstner.de

low place

1amphilsoc.org

2,973^rd place

789^th place

1phys.org

1,283^rd place

1,723^rd place

1physicsworld.com

6,140^th place

8,780^th place

1corporate-ir.net

3,174^th place

1,832^nd place

1nytimes.com

7^th place

19^th place

amphilsoc.org

search.amphilsoc.org

Member History: Douglas Hofstadter. American Philosophical Society, abgerufen am 2. Oktober 2018.

arxiv.org

Dean u. a. Hofstadter's butterfly in moire superlattices: A fractal quantum Hall effect,Arxiv Preprint, Nature, Band 497, 2013, 598–602, Abstract
Klaus Pinn: Order and Chaos in Hofstadter's Q(n) Sequence. In: Complexity. Band 4, 1999, S. 42, arxiv:chao-dyn/9803012v2.
Klaus Pinn: A Chaotic Cousin of Conway's Recursive Sequence. In: Experimental Mathematics. Band 9, Nr. 1, 2000, S. 57, arxiv:cond-mat/9808031.

christian-forstner.de

Rumpelstilzchen hat Gold gesponnen. In: christian-forstners Webseite! 17. Oktober 2017 (christian-forstner.de [abgerufen am 20. Oktober 2017]).

corporate-ir.net

phx.corporate-ir.net

History & Timeline. phx.corporate-ir.net

mathgenealogy.org

Douglas R. Hofstadter im Mathematics Genealogy Project (englisch)

nature.com

L. A. Ponomarenko, R. Gorbachev u. a. Cloning of Dirac fermions in graphene superlattices, Nature, Band 497, 2013, 594–597, Abstract
Dean u. a. Hofstadter's butterfly in moire superlattices: A fractal quantum Hall effect,Arxiv Preprint, Nature, Band 497, 2013, 598–602, Abstract

nytimes.com

Douglas Hofstadter: A Cutoff for Craziness. In: NYTimes.com. The New York Times Company, 7. Januar 2011, abgerufen am 12. Mai 2013 (englisch).

phys.org

40-year-old prediction confirmed: First direct proof of Hofstadter butterfly fractal observed in moire superlattices

physicsworld.com

Hofstadter´s butterfly spotted in Graphen, Physics World 2013

uwaterloo.ca

cs.uwaterloo.ca

B. Balamohan, A. Kuznetsov, Stephan M. Tanny: On the Behaviour of a Variant of Hofstadter's Q-Sequence. In: Journal of Integer Sequences. Band 10, Nr. 7. University of Waterloo, 2007, ISSN 1530-7638, S. 2 (uwaterloo.ca [PDF]).
Nathanial D. Emerson: A Family of Meta-Fibonacci Sequences Defined by Variable-Order Recursions. In: Journal of Integer Sequences. Band 9, Nr. 1. University of Waterloo, 17. März 2006, ISSN 1530-7638, S. 7 (uwaterloo.ca [PDF]).
Nathanial D. Emerson: A Family of Meta-Fibonacci Sequences Defined by Variable-Order Recursions. In: Journal of Integer Sequences. Band 9, Nr. 1. University of Waterloo, 17. März 2006, ISSN 1530-7638, S. 1 (uwaterloo.ca [PDF]).

zdb-katalog.de

B. Balamohan, A. Kuznetsov, Stephan M. Tanny: On the Behaviour of a Variant of Hofstadter's Q-Sequence. In: Journal of Integer Sequences. Band 10, Nr. 7. University of Waterloo, 2007, ISSN 1530-7638, S. 2 (uwaterloo.ca [PDF]).
Nathanial D. Emerson: A Family of Meta-Fibonacci Sequences Defined by Variable-Order Recursions. In: Journal of Integer Sequences. Band 9, Nr. 1. University of Waterloo, 17. März 2006, ISSN 1530-7638, S. 7 (uwaterloo.ca [PDF]).
Nathanial D. Emerson: A Family of Meta-Fibonacci Sequences Defined by Variable-Order Recursions. In: Journal of Integer Sequences. Band 9, Nr. 1. University of Waterloo, 17. März 2006, ISSN 1530-7638, S. 1 (uwaterloo.ca [PDF]).