- #1
T.Engineer
- 86
- 0
I want to study the convolution in more details. So if you can provide me by any link to find a brief study for the convolution.
Study the convolution in more details
- Thread starter T.Engineer
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- Convolution Study
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Discussion Overview
The discussion centers around the topic of convolution, with participants seeking resources for studying its properties and applications. The conversation includes requests for links to free e-books and explanations of convolution, as well as a specific inquiry about finding the convolution function for a given equation.
Discussion Character
- Exploratory
- Technical explanation
- Homework-related
Main Points Raised
- One participant requests links to resources for studying convolution in more detail, specifically free e-books.
- Another participant provides a link to an extensive article that may serve as a starting point for understanding convolution.
- A participant mentions a Wikipedia page on convolution but seeks additional resources for free e-books on the topic.
- One participant shares a link to a comprehensive guide on convolution from a digital signal processing perspective.
- A participant suggests studying from Oppenheim's work and offers to explain convolution if there is interest.
- Another participant presents a specific equation related to convolution and expresses uncertainty about how to find a solution for it.
Areas of Agreement / Disagreement
Participants do not appear to reach a consensus on specific resources for studying convolution, and multiple viewpoints regarding the best materials and approaches remain. The discussion also includes a specific mathematical inquiry that has not been resolved.
Contextual Notes
Some participants reference external resources without providing detailed explanations of convolution itself, which may limit understanding for those unfamiliar with the topic. The inquiry about the specific equation introduces additional complexity that remains unresolved.
Who May Find This Useful
This discussion may be useful for individuals interested in learning about convolution, seeking educational resources, or exploring specific mathematical applications related to convolution functions.
- #2
- #3
T.Engineer
- 86
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I knew about "http://en.wikipedia.org/wiki/Convolution"
but I meant that if you know any links that can provid free e-books that study the convolution and its properties.
Thanks!
but I meant that if you know any links that can provid free e-books that study the convolution and its properties.
Thanks!
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- #4
WolfOfTheSteps
- 134
- 0
Hi T.Engineer.
I replied to your similar post in another thread https://www.physicsforums.com/showpost.php?p=1382901&postcount=32".
And here is another link to a full blown http://www.dspguide.com/ch7.htm".
I replied to your similar post in another thread https://www.physicsforums.com/showpost.php?p=1382901&postcount=32".
And here is another link to a full blown http://www.dspguide.com/ch7.htm".
Last edited by a moderator:
- #5
T.Engineer
- 86
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Thanks a lot WolfOfTheSteps !
I will try to download them and I will read them carefully.
And if I will have any questions, I hope to help me.
Thank you!
Best regards!
I will try to download them and I will read them carefully.
And if I will have any questions, I hope to help me.
Thank you!
Best regards!
- #6
goldy
- 20
- 0
you can study from Oppenheim...and if you want to understand, actualy what the convolution is, than give me a reply i can explain it very well.
- #7
T.Engineer
- 86
- 0
Actually I am going to find the Convolution function for the following equation
Hn(t)= (-1)^n * e^(t^2)* d^n/dt^n * e^(-t^2)
So, I don't know how you can help to find a solution for the above equation.
Thanks a lot.
Hn(t)= (-1)^n * e^(t^2)* d^n/dt^n * e^(-t^2)
So, I don't know how you can help to find a solution for the above equation.
Thanks a lot.
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