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CONTACTS AT THESHAPEOFMATH.COM

Philippe Trinh

Linco●●●●●llege

Tur●●●St.

Ox●●rd , Oxfordshire, OX1 3DR

United Kingdom

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tr●●●●●●●●@gmail.com

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Philippe Trinh

Linco●●●●●llege

Tur●●●St.

Ox●●rd , Oxfordshire, OX1 3DR

United Kingdom

1.60●●●●0053
tr●●●●●●●●@gmail.com

View this contact

Philippe Trinh

Linco●●●●●llege

Tur●●●St.

Ox●●rd , Oxfordshire, OX1 3DR

United Kingdom

1.60●●●●0053
tr●●●●●●●●@gmail.com

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Oxford Maths students go here Oxford Physics students go here Princeton Maths students go here Update: You might be interested in the
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1 oxford maths
2 main page
3 prelims
4 part a
5 part b
6 part c
7 oxford physics
8 princeton maths
9 introduction to des
10 visual complex variables
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home [The Shape of Mathematics] | theshapeofmath.com Reviews

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Oxford Maths students go here Oxford Physics students go here Princeton Maths students go here Update: You might be interested in the

INTERNAL PAGES

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1

princeton [The Shape of Mathematics]

http://www.theshapeofmath.com/princeton

The Shape of Mathematics. The mathematics of patterns. Ten particles are released at the origin. At each step in time, they can move left or right with equal probability. Where are they expected to be after one minute? This is a model for Brownian Motion and studied in The Mathematics of Pattern Formation. APC 350, MAT 350. Introduction to differential equations. Dynamical systems and pattern formation (. A project by Princeton undergraduate student Yayoi Teramoto.

2

oxford:maths [The Shape of Mathematics]

http://www.theshapeofmath.com/oxford/maths

The Shape of Mathematics. The mathematics of patterns. This is the real part of the function. F(z) = sqrt{z-1} sqrt{z 1}$. By combining the two branches of the square root function, we can construct the Riemann surface, which allows for continuous motion around the two points. Z = pm 1$. Analysis I: Sequences and Series. Analysis II: Continuity and Differentiability. Fourier Series and PDEs. B5a: Techniques of applied mathematics. B5b: Applied partial differential equations.

3

princeton:introde [The Shape of Mathematics]

http://www.theshapeofmath.com/princeton/introde

The Shape of Mathematics. The mathematics of patterns. Introduction to differential equations. In the same way that many functions can be described using a sum of sines and cosines (Fourier series), vibrations in space (e.g. of the earth) can be broken into spherical modes. Here, you can see two of these modes. Outline of the course. Linear independence and Wronskians and PDF. Inhomogeneous/higher-order ODEs and PDF. Systems of ODEs and PDF. Qualitative analysis and PDF. Numerical methods and PDF.

4

princeton:dynsys [The Shape of Mathematics]

http://www.theshapeofmath.com/princeton/dynsys

The Shape of Mathematics. The mathematics of patterns. The mathematics of patterns. This image is produced by modeling the reaction and diffusion of two chemical concentrations, for which one is originally set to be highly concentrated in certain regions to produce the lettering shown. Dark areas correspond to high concentration of one of the species. Eventually, the dynamics of the two species are such that stripped patterns are seen. Pattern formation in Nature. Numerical Methods and Matlab.

5

home [The Shape of Mathematics]

http://www.theshapeofmath.com/home

The Shape of Mathematics. The mathematics of patterns. The site has been going through some server changes, and so it may take a bit of time (on the order of weeks) to get all the old functionality back! You might be interested in the award-winning article and video series on the mathematics of patterns. Interested in how the leopard gets its spots and the tiger gets its stripes? See the work of Princeton undergraduate student,. On The Mathematics of Pattern Formation. Which includes a video series.

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LINKS TO THIS WEBSITE

ptrinh.com ptrinh.com

teaching [Philippe H. Trinh]

http://www.ptrinh.com/teaching

Philippe H. Trinh. Dr Philippe H. Trinh. Darby Fellow in Applied Mathematics. Lincoln College, University of Oxford. OCIAM, Mathematical Institute. Oxford, Oxfordshire, UK. My-last-name]@maths.ox.ac.uk. I'm currently the Darby Fellow in Applied Mathematics at Lincoln College, Oxford, which means I do quite a bit of the first and second year teaching to mathematics and physics students. Some scattered notes (some accessible and some not) is available at my sister site: The Shape of Mathematics.

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theshapeofmath.com theshapeofmath.com

home [The Shape of Mathematics]

The Shape of Mathematics. The mathematics of patterns. Oxford Maths students go here. Oxford Physics students go here. Princeton Maths students go here. You might be interested in the award-winning article and video series on the mathematics of patterns. Interested in how the leopard gets its spots and the tiger gets its stripes? See the work of Princeton undergraduate student,. On The Mathematics of Pattern Formation. Which includes a video series.

theshapeofmaths.com theshapeofmaths.com

start [Philippe H. Trinh]

Philippe H. Trinh. Dr Philippe H. Trinh. Darby Fellow in Applied Mathematics. Lincoln College, University of Oxford. OCIAM, Mathematical Institute. Oxford, Oxfordshire, UK. My-last-name]@maths.ox.ac.uk. You might also be interested in learning a bit about what I do. And the wonderful people. I get to work with. Fluids and elasticity in France:. Update for Part B students:. I'm happy to announce the publication of two new papers. The first paper. Journal of Fluid Mechanics. And collaboration with Weiqing ...

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The Shape of Mercy

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Property investment, personal financial planning tools and information - the Shape of Money

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