So we've looked at the dispersion relation for when we used FDTD to solve the scalar wave equation. Now let's look again at the dispersion relation but this time for FDTD applied to...

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[music]. In this segment we're going to give a very precise definition to subtyping, and do it in a way that we can add a lot more flexibility to our type system without having to change any...

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Graphing a Linear Relation Involving Fractions. Create a table of values and graph the linear relation y equals one half x plus 3. So, let's calculate the values of y, y equals one half x plus...

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I'm Odile, customer relations manager at Bouygues Immobilier. I take over from the sales advisors and handle customers until they get their houses. Customers are private individuals, split...

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Hi. I'm testing video tutorials recording, and going to tell about the "Relation Toolbox" plugin and why it is better than standard relation editing tools. Installation is...

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What we're going to do right now is a recurrence relation, which is a kind of recursive mathematical function, which is a good match for this recursive algorithmic expression for...
Let's consider now the accuracy that we can expect from an FDTD solution to the one dimensional scalar wave equation. In order to consider the numerical accuracy let's first look at...

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So we've come up with the exact dispersion relation. So now let's look at what the numerical dispersion relation is for our EZI and HYI plus a half and plus a half, which satisfies the...

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All right. How do we work out the answer to this? Well, the number of times that it gets divided in half before it reaches 0 is this expression--log base 2 of a plus 1. But notice what's...

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- IN THIS PROBLEM WE'RE GIVEN 3 RELATIONS IN THE FORM OF TABLES, AS WE SEE HERE BELOW, AND WE'RE ASKED HERE TO DETERMINE WHICH TABLES ARE ONE-TO-ONE FUNCTIONS. TO TEST TO SEE IF A...

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