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bifurcation analysis tool with a matlab gui  (MathWorks Inc)


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    MathWorks Inc bifurcation analysis tool with a matlab gui
    For genetic toggle switch <t>model,</t> <t>MATLAB</t> graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞
    Bifurcation Analysis Tool With A Matlab Gui, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/bifurcation analysis tool with a matlab gui/product/MathWorks Inc
    Average 90 stars, based on 1 article reviews
    bifurcation analysis tool with a matlab gui - by Bioz Stars, 2026-04
    90/100 stars

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    1) Product Images from "Bifurcation analysis of bistable and oscillatory dynamics in biological networks using the root‐locus method"

    Article Title: Bifurcation analysis of bistable and oscillatory dynamics in biological networks using the root‐locus method

    Journal: IET Systems Biology

    doi: 10.1049/iet-syb.2019.0043

    For genetic toggle switch model, MATLAB graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞
    Figure Legend Snippet: For genetic toggle switch model, MATLAB graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞

    Techniques Used:

    For genetic toggle switch model, MATLAB graph of root‐loci for α22 parameter; two branches start at pure imaginary poles and lie on the left half plane always which yield two complex conjugate poles with negative real parts, two branches start from pure imaginary poles and one of them ends at origin and the other one goes to complex zero at infinity, the last branch starts from a positive real pole and tends to a complex zero at infinity after leaving the break‐away point
    Figure Legend Snippet: For genetic toggle switch model, MATLAB graph of root‐loci for α22 parameter; two branches start at pure imaginary poles and lie on the left half plane always which yield two complex conjugate poles with negative real parts, two branches start from pure imaginary poles and one of them ends at origin and the other one goes to complex zero at infinity, the last branch starts from a positive real pole and tends to a complex zero at infinity after leaving the break‐away point

    Techniques Used:



    Similar Products

    bifurcation analysis tool with a matlab gui  (MathWorks Inc)
    90
    MathWorks Inc bifurcation analysis tool with a matlab gui
    For genetic toggle switch <t>model,</t> <t>MATLAB</t> graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞
    Bifurcation Analysis Tool With A Matlab Gui, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 90/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/bifurcation analysis tool with a matlab gui/product/MathWorks Inc
    Average 90 stars, based on 1 article reviews
    bifurcation analysis tool with a matlab gui - by Bioz Stars, 2026-04
    90/100 stars
    		  Buy from Supplier

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    For genetic toggle switch model, MATLAB graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞

    Journal: IET Systems Biology

    Article Title: Bifurcation analysis of bistable and oscillatory dynamics in biological networks using the root‐locus method

    doi: 10.1049/iet-syb.2019.0043

    Figure Lengend Snippet: For genetic toggle switch model, MATLAB graph of root‐loci for α1 parameter; two poles are always complex conjugates with negative real parts, one branch starts from origin and ends at a pure imaginary zero, the last two branches start from complex conjugates poles with positive real parts and one of them ends at pure imaginary zero and the other goes to +∞

    Article Snippet: A user friendly bifurcation analysis tool with a MATLAB GUI may be developed based on the applied root‐locus‐based bifurcation analysis, which can be combined with the already available bifurcation analysis tools such as MATCONT indicating certain types of bifurcation points and bifurcation curves and also with the available bifurcation analysis methods identifying the existence and non‐existence of periodic, quasi‐periodic, and even chaotic behaviours for a considered parameter region [ 17 – 21 ].

    Techniques:

    For genetic toggle switch model, MATLAB graph of root‐loci for α22 parameter; two branches start at pure imaginary poles and lie on the left half plane always which yield two complex conjugate poles with negative real parts, two branches start from pure imaginary poles and one of them ends at origin and the other one goes to complex zero at infinity, the last branch starts from a positive real pole and tends to a complex zero at infinity after leaving the break‐away point

    Journal: IET Systems Biology

    Article Title: Bifurcation analysis of bistable and oscillatory dynamics in biological networks using the root‐locus method

    doi: 10.1049/iet-syb.2019.0043

    Figure Lengend Snippet: For genetic toggle switch model, MATLAB graph of root‐loci for α22 parameter; two branches start at pure imaginary poles and lie on the left half plane always which yield two complex conjugate poles with negative real parts, two branches start from pure imaginary poles and one of them ends at origin and the other one goes to complex zero at infinity, the last branch starts from a positive real pole and tends to a complex zero at infinity after leaving the break‐away point

    Article Snippet: A user friendly bifurcation analysis tool with a MATLAB GUI may be developed based on the applied root‐locus‐based bifurcation analysis, which can be combined with the already available bifurcation analysis tools such as MATCONT indicating certain types of bifurcation points and bifurcation curves and also with the available bifurcation analysis methods identifying the existence and non‐existence of periodic, quasi‐periodic, and even chaotic behaviours for a considered parameter region [ 17 – 21 ].

    Techniques: