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Week of...
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Links
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| Fall Semester
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| 1
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Sep 10
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About, Tue, Thu
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| 2
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Sep 17
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Tue, HW1, Thu
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| 3
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Sep 24
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Tue, Photo, Thu
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| 4
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Oct 1
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Questionnaire, Tue, HW2, Thu
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| 5
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Oct 8
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Thanksgiving, Tue, Thu
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| 6
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Oct 15
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Tue, HW3, Thu
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| 7
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Oct 22
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Tue, Thu
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| 8
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Oct 29
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Tue, HW4, Thu, Hilbert sphere
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| 9
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Nov 5
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Tue,Thu, TE1
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| 10
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Nov 12
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Tue, Thu
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| 11
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Nov 19
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Tue, Thu, HW5
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| 12
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Nov 26
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Tue, Thu
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| 13
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Dec 3
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Tue, Thu, HW6
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| Spring Semester
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| 14
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Jan 7
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Tue, Thu, HW7
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| 15
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Jan 14
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Tue, Thu
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| 16
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Jan 21
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Tue, Thu, HW8
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| 17
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Jan 28
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Tue, Thu
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| 18
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Feb 4
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Tue
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| 19
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Feb 11
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TE2, Tue, HW9, Thu, Feb 17: last chance to drop class
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| R
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Feb 18
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Reading week
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| 20
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Feb 25
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Tue, Thu, HW10
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| 21
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Mar 3
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Tue, Thu
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| 22
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Mar 10
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Tue, Thu, HW11
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| 23
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Mar 17
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Tue, Thu
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| 24
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Mar 24
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Tue, HW12, Thu
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| 25
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Mar 31
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Referendum,Tue, Thu
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| 26
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Apr 7
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Tue, Thu
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| R
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Apr 14
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Office hours
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| R
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Apr 21
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Office hours
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| F
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Apr 28
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Office hours, Final (Fri, May 2)
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| Register of Good Deeds
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| Errata to Bredon's Book
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Announcements go here
Loading KnotTheory` version of January 13, 2008, 20:30:12.1353.
Read more at http://katlas.org/wiki/KnotTheory.
In[2]:=
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TubePlot[TorusKnot[8, 3]]
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Out[2]=
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In[3]:=
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TC[r1_, t1_,r2_,t2_ ] := {
(r1 +r2 Cos[2Pi t2])Cos[2Pi t1],
(r1 +r2 Cos[2Pi t2])Sin[2Pi t1],
r2 Sin[2Pi t2]
};
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In[4]:=
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InflatedTorus[p_, q_, b_] := ParametricPlot3D[
TC[
2, p t - q s,
1 + b(p^2 + q^2)s(1 - (p^2 + q^2)s), q t + p s
],
{t, 0, 1}, {s, 0, 1/(p^2 + q^2)},
PlotPoints -> {6(p^2 + q^2) + 1, 7},
DisplayFunction -> Identity
];
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In[5]:=
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GraphicsArray[{{InflatedTorus[3,8,1], InflatedTorus[3,8,-1]}}]
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Out[5]=
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