Difference between revisions of "Video/Geometric Algebra, First Course"

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The summarizing statements start at 10'15"(615):


==Intuitive statement==
==Intuitive statement==
A way of assigning mathematical objects to the physical quantities, connecting them all with operators.
A way of assigning mathematical objects to the physical quantities, connecting them all with operators.
Start at 10'15"(615):


{{#ev:youtube
{{#widget:YouTube
|e5D7Bma9Vhw|||||start=615&end=650
|id=e5D7Bma9Vhw|||||start=615&end=650
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==Formal statement==
==Computational statement==
A way to assign mathematical objects to the physical quantities, connecting them all with operators. There are many interesting operators.
You will be able to use visualizations of these geometric objects. You will also be able to use geometric numbers to produce...
Start at 12'00"(720):


 
{{#widget:YouTube
{{#ev:youtube
|id=e5D7Bma9Vhw|||||start=720&end=750
|e5D7Bma9Vhw|||||start=615&end=650
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Latest revision as of 15:32, 26 August 2022

Holmes, David (May 5, 2021). Geometric Algebra, First Course, Episode 00: High Level Overview. local page: David Geo Holmes. 



Intuitive statement

A way of assigning mathematical objects to the physical quantities, connecting them all with operators. Start at 10'15"(615):

Computational statement

You will be able to use visualizations of these geometric objects. You will also be able to use geometric numbers to produce... Start at 12'00"(720):

References

Related Pages