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3
Ornament Series 3 Peace Symbol -
Wildly
Wonderful ...
.pdf
Ornament Series 3 Peace Symbol - Wildly Wonderful …
edvmti92
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2
How to
Wildly
Succeed in Business One Easy ...
.pdf
How to Wildly Succeed in Business One Easy …
us01c8yqs5q474w82v..
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6
What a
Wildly
Wonderful World! An All-Age Service ...
.pdf
What a Wildly Wonderful World! An All-Age Service …
ekauun71
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8
Investigation of the Alkaloids of Two Ephedra Spp
Wildly
...
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Investigation of the Alkaloids of Two Ephedra Spp Wildly…
qiyunanliang520
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4
The New Zealand Government is relying on
wildly
inaccurate
.pdf
The New Zealand Government is relying on wildly inaccurate
科技文档
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3
´The
Wildly
Unorthodox Proceedings of Fairyland´ British...
.pdf
´The Wildly Unorthodox Proceedings of Fairyland´ British…
thhgtc91
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11
WILDLY
EXCITING EDUCATION CONFERENCE
.pdf
WILDLY EXCITING EDUCATION CONFERENCE
jjkdzx
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3
bones for the holidays -
Wildly
Wonderful Wearables
.pdf
bones for the holidays - Wildly Wonderful Wearables
ywxrbn40
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36
201311.4478v1 Optimal cycles in ultrametric dynamics and
wildly
ramified power series
.pdf
We study ultrametric germs in one variable having an irrationally indifferent fixed point at the origin with a prescribed multiplier. We show that for many values of the multiplier, the cycles in the unit disk of the corresponding monic quadratic polynomial are "optimal" in the following sense: They minimize the distance to the origin among cycles of the same minimal period of normalized germs having an irrationally indifferent fixed point at the origin with the same multiplier. We also give examples of multipliers for which the corresponding quadratic polynomial does not have optimal cycles. In those cases we exhibit a higher degree polynomial such that all of its cycles are optimal. The proof of these results reveals a connection between the geometric location of periodic points of ultrametric power series and the lower ramification numbers of wildly ramified field automorphisms. We also give an extension of Sen´s theorem on wildly ramified field automorphisms that is of
数论天使
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10
Wildly
something
.ppt
Wildly something ...
Amanda
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