An application of the \(t\)-extension of the \(p\)-Fibonacci Pascal matrix in coding theory (Q2682566)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An application of the \(t\)-extension of the \(p\)-Fibonacci Pascal matrix in coding theory |
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An application of the \(t\)-extension of the \(p\)-Fibonacci Pascal matrix in coding theory (English)
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1 February 2023
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Summary: We consider the \(t\)-extension of the \(p\)-Fibonacci Pascal matrix. First, we study the \(k\)-th power of the \(t\)-extension of the \(p\)-Fibonacci lower and upper triangular Pascal matrix. Then, we obtain a new code which is named the \(t\)-extension of the \(p\)-Fibonacci Pascal matrix coding/decoding by using them.
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\(p\)-Fibonacci Pascal matrix
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\(t\)-extension
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