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#29
by
TimeRobber
- opened
app.py
CHANGED
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@@ -120,9 +120,13 @@ We are going to understand how many operations does a matrix multiplication hold
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<br/>
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Let N=128, M=256, K=64
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Let A,B two matrices of size 256x64 and 128x64 respectively. When computing the matrix multiplication of A and (B^T), how many scalar multiplications are done? How many scalar additions are done? Please answer in the following format:
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multiplications: {YOUR_ANSWER_AS_A_SINGLE_NUMBER}
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additions: {YOUR_ANSWER_AS_A_SINGLE_NUMBER}
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"""
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internships = {
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<br/>
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<br/>
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Let N=128, M=256, K=64
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+
<br/>
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Let A,B two matrices of size 256x64 and 128x64 respectively. When computing the matrix multiplication of A and (B^T), how many scalar multiplications are done? How many scalar additions are done? Please answer in the following format:
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<br/>
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multiplications: {YOUR_ANSWER_AS_A_SINGLE_NUMBER}
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+
<br/>
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additions: {YOUR_ANSWER_AS_A_SINGLE_NUMBER}
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+
<br/>
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"""
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internships = {
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