One–dimensional convolution Perform one–dimensional convolution (matrix–vector m

Question

One–dimensional convolution
Perform one–dimensional convolution (matrix–vector multiplication):

*****PLEASE ANSWER ALL QUESTIONS AND USE ONLY MIPS ASSEMBLY PROGRAMMING*****

*****IF ANYTHING OTHER THAN MIPS ASSEMBLY LANGUAGE IS USED I WILL REPORT YOUR ANSWER AND THUMB DOWN*****

5. One-dimensional convolution Perform one-dimensional convolution (matrix vector multiplication 0) y(0) h (1) (1) h (0) 0 0 (0) r(1) h (2) h (1) h(0) 0 y(2) 0 h (2) h (1) h (0) (2) y(3) 0 0 h (2) h(1) 2 (3) y(4) h (2) y 5) h() (a) Load all the following matrix vector coefficients ho and ar01, in the memory h (0) +1, h (1) -2, h (2 +1 (b) Multiply the (6 x 4) matrix h01, by the (4 x 1) vector 20] (c) Print (console) the elements y() of the resulting (6 x 1) vector

Explanation / Answer

Answer given by above expert is totally correct according to algebra so i'm not going to rewrite same thing.

Notice that you have posted a programming question in wrong section so If you want answer in any programming language like MIPS then you are requested to post that question into computer programming or some related section.

Thanks

Related Questions

Navigate

• Browse (All)
• Browse O
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.