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A prime example of what an entry should look like. It's clearly explained and the inclusion of examples helps illustrate that fact. -Hang Zhang | A prime example of what an entry should look like. It's clearly explained and the inclusion of examples helps illustrate that fact. -Hang Zhang | ||
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| + | I find the second definition imprecise: do you mean for every <math>t_0</math> or there exists a <math>t_0</math>? It makes a big difference.--[[User:Mboutin|Mboutin]] 15:14, 19 September 2008 (UTC) | ||
Revision as of 11:14, 19 September 2008
Your definition is very clear.I didnt find any faults in it.
2 - Jacob Pfister
You have given an excellent definition of a memoryless system, but you also need to give a defintion of a system with memory.
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Your definitions are solid along with your examples. You lay things out so they are easily understood. - Joseph Mazzei
You did a good job of explaining the definition in words and followed it up with good examples and descriptions. Nice work. David Record
You explanation of memoryless system was very understandable and the examples made the concept even clearer. -- Aishwar Sabesan
Nice example of a memoryless system with a (t-1) term. I think such examples help prove the point that one cannot simply look for a (t-1) in the system's equation and immediately conclude that the system is memoryless. -- Ben Laskowski
Very good explanation of a memoryless system with good examples. I can easily understood about your definition.-- Sangwan Han
Great example with the memoryless system. It helped me understand the difference when (t-1) is part of a function or just a variable in the equation. -- Caleb Tan
Very well put. Simple and precise. If I were to define it I would do it in the same way. Helped me consolidate my views regarding a memoryless system -- Monil Goklani
A prime example of what an entry should look like. It's clearly explained and the inclusion of examples helps illustrate that fact. -Hang Zhang
I find the second definition imprecise: do you mean for every $ t_0 $ or there exists a $ t_0 $? It makes a big difference.--Mboutin 15:14, 19 September 2008 (UTC)
