2009Unpublished venueRequires access

Phase approximation by divide-and-conquer piecewise linear fitting of gain

Lăcrimioara Grama, Corneliu Rusu

Open publisher page 3 citations

Abstract

Having a piecewise linear fitting of gain, one can obtain a good approximation of phase. There are few ways to determine the slopes of a broken line approximation, but the most popular approaches need the breakpoints. In this paper we determine the breakpoints using a divide and conquer approach. Results of piecewise linear approximation of gain and of the resulting phase approximation are provided for different cases.

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What this paper is about

Having a piecewise linear fitting of gain, one can obtain a good approximation of phase. There are few ways to determine the slopes of a broken line approximation, but the most popular approaches need the breakpoints. In this paper we determine the breakpoints using a divide and conquer approach. Results of piecewise linear approximation of gain and of the resulting phase approximation are provided for different cases.

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OpenAlex reports 3 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Having a piecewise linear fitting of gain, one can obtain a good approximation of phase. There are few ways to determine the slopes of a broken line approximation, but the most popular approaches need the breakpoints. In this paper we determine the breakpoints using a divide and conquer approach. Results of piecewise linear approximation of gain and of the resulting phase approximation are provided for different cases.

Key concepts: Divide and conquer algorithms, Piecewise linear function, Linear approximation, Piecewise, Approximation algorithm, Approximation theory, Mathematics, Phase (matter)

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