Interior products: Revision history

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13 April 2024

22 January 2024

15 July 2023

  • curprev 06:2706:27, 15 July 2023‎ Eric Lengyel talk contribs‎ 3,406 bytes +3,406‎ Created page with "The left and right ''interior products'' are special products in geometric algebra that are useful for performing projections. These products cancel common factors in their operands and thus reduce grade. Depending on the choice of dualization function, there are several possible interior products. We define the interior products in terms of the left and right complements. Interior products are also known as contraction products. == Left and Right Interior Prod..."
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