# Curvature (part 2)

In my last post Curvature, I showed how the curvature, along a path is equal to: . I then asked a “challenge” question about how one could compute the curvature without referencing a velocity or acceleration vector. I have slightly rephrased the question below: Is

Posted in Multivariable Calculus

# Curvature

There is a natural way to compute the curvature for a curve whose position is given as a function of time, . The following is the vector proof which shows how the velocity and acceleration vectors can be used to compute the curvature at any time. Is there

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Posted in Multivariable Calculus

# Christmas Fractal Competition Vote!

Your SAS Multivariable Calculus Class presents… The Second Annual Christmas Tree Competition! Vote for your favorite here!

Posted in Multivariable Calculus

# An end and a new beginning…

Check out the prezi for a summary of our 2 week experiment You’ll find out what our students thought of the experiment. I hope you enjoyed it as much as we did and find their reflections helpful!

Posted in Advanced Chemistry, Multivariable Calculus

# The power of aggregation – part 2

In part 1, I argued that many of the most compelling processes that we observe in the world around us work according to a basic principle associated with aggregation. I will expand on this by writing a few lines that

Posted in Advanced Chemistry, Multivariable Calculus

# The power of aggregation – part 1

This is the information age, and sitting at the heart of the information expansion that has defined this age is a simple idea: aggregation. Swimming in all this information, will humans ever be able to reliably predict the future? And

Posted in Advanced Chemistry, Multivariable Calculus

# Engineering scientific discovery

I was recently listening to archived Radiolab episodes, and came across this story about Eureqa, a computer algorithm that looks for patterns in data sets. The amazing thing about this story is that the algorithm finds correlations and relationships between

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