Will Newton

I help students like you succeed at Math and Physics. I work problems live on Blab at 1:30 Mountain Time every weekday, feel free to tune in.

[Will Newton @NewtonMathPhD]

My research at CSU is closely related to this. This is big news! https://t.co/7Ul7HWyaEh

[Science Magazine @ScienceMagazine]

Two black holes colliding 1.3 billion years ago led to the detection of #GravitationalWaves: https://t.co/FGvK723BbG

[Data Science Fact @DataSciFact]

C. S. Lewis on modeling https://t.co/CNoyUQDUjH

[Analysis Fact @AnalysisFact]

What do distributions in analysis, things like Dirac deltas, have to do with distributions in probability? https://t.co/QdKdZm4wc4

[Simply Statistics @simplystats]

Instead of research on reproducibility, just do reproducible research https://t.co/m41vuPbv6A

[Analysis Fact @AnalysisFact]

Applied math -> differential equations -> numerical linear algebra https://t.co/IjfVcn0ivG

[Analysis Fact @AnalysisFact]

Integration trick https://t.co/4kZ6jkZaa8

[Analysis Fact @AnalysisFact]

Why is the Fourier transform so important? https://t.co/IkwTESyIkz

[Will Newton @NewtonMathPhD]

@yondits If it helps, I worked a problem very similar to this here: https://t.co/ojW9zxySZA

[Will Newton @NewtonMathPhD]

@yondits At x=0 and x=0.5, each term is equal to 0 for all t. This verifies the boundary condition.

[Will Newton @NewtonMathPhD]

@yondits When t=0, you just have the fourier sine series for f(x)=x. This shows that the initial condition is satisfied...

[Will Newton @NewtonMathPhD]

@yondits The sum can be differentiated term by term. Notice that each term satisfies the PDE, so the entire sum does as well...

[Will Newton @NewtonMathPhD]

@yondits No problem. The sum T(x,t) is the solution, you just need to prove that it satisfies the PDE and initial and boundary conditions...

[Dave Richeson @divbyzero]

"What Is General Relativity?" | The New York Times https://t.co/uZhfqAgOaT

[Analysis Fact @AnalysisFact]

Applications of orthogonal polynomials https://t.co/e0PqJspimB

[Analysis Fact @AnalysisFact]

Radon-Nikodym derivative https://t.co/97HwcRi5hF

[Analysis Fact @AnalysisFact]

'Classical mathematics concentrated on linear equations for a sound pragmatic reason: it could not solve anything else.' -- Ian Stewart

[Will Newton @NewtonMathPhD]

I hope to see you on #blab. It should be fun! The Math of Film Today 04:00pm PST. Subscribe now ➼ https://t.co/tZ6GwMufWs

[Will Newton @NewtonMathPhD]

Probability and Statistics: Tests using the Normal Distribution w/ @TheMathCam https://t.co/Lqv1rV04Y6 #blab

[Will Newton @NewtonMathPhD]

Probability and Statistics: Tests using the Normal Distribution Tomorrow 12:30pm PST. Subscribe now ➼ https://t.co/Lqv1rVhGmG #blab

[Will Newton @NewtonMathPhD]

Applied Math: The Geometric Transformations of Newtonian Mechanics https://t.co/w84NvDMyVo #blab