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Your definition is spot on but I would've liked an example for both a memoryless system and a system with memory. - Max Paganini
 
Your definition is spot on but I would've liked an example for both a memoryless system and a system with memory. - Max Paganini
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While your definition is a really good way to reword what was given in class, your example is in fact a system with memory and not a memoryless system.  It depends on <math> x(2) </math> and <math> x(4) </math>, so it would depend on <math> x(t+2) </math>, making 2 your <math> k </math> integer. -- Kathleen Schremser

Latest revision as of 11:37, 16 September 2008

Comments

The exmple you give should be a system with memory, as the output also depends on input at$ t = 4\, $ or$ x(4)\, $. Since it depends on the future input, its a system with memory. - Wei Jian Chan

Your definition is spot on but I would've liked an example for both a memoryless system and a system with memory. - Max Paganini


While your definition is a really good way to reword what was given in class, your example is in fact a system with memory and not a memoryless system. It depends on $ x(2) $ and $ x(4) $, so it would depend on $ x(t+2) $, making 2 your $ k $ integer. -- Kathleen Schremser

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Basic linear algebra uncovers and clarifies very important geometry and algebra.

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