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on the classification of invariant measures for the action of two independent modular multiplication operations on an interval. In 1998, Johnson and
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Ergodic Theory, Dynamical
Systems, and the Continuing Influence of John C. Oxtoby
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Measures on the Circle
Invariant for a Nonlacunary Subsemigroup of the Integers
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127:"Putting the Pieces Together: Understanding Robinson's Nonperiodic Tilings"
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In dynamical systems, Johnson is known for her work on a conjecture of
84:(Contemporary Mathematics 678, American Mathematical Society, 2016).
176:, Zürich: European Mathematical Society, pp. 247–256,
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won the George Pólya Award for their joint paper on
45:in 1984. She completed her Ph.D. in 1990 at the
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283:University of Maryland, College Park alumni
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195:Discovering Discrete Dynamical Systems
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36:Discovering Discrete Dynamical Systems
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268:21st-century American mathematicians
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234:: CS1 maint: untitled periodical (
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78:Mathematical Association of America
43:University of California, Berkeley
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174:European Congress of Mathematics
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168:Lindenstrauss, Elon (2005),
273:Dynamical systems theorists
41:Johnson graduated from the
20:Aimee Sue Anastasia Johnson
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288:Swarthmore College faculty
131:George Pólya Award winners
72:published the textbook
16:American mathematician
215:Mathematical Reviews
213:Kaschner, Scott R.,
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140:2018-05-26
110:2018-05-26
88:References
70:Ayşe Şahin
230:citation
203:"Review"
223:3677179
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