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channel arithmetic matlab-based function  (MathWorks Inc)


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    Structured Review

    MathWorks Inc channel arithmetic matlab-based function
    Channel Arithmetic Matlab Based Function, 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/product/arithmetic+function/pmc11801272-162-19-21
    Average 90 stars, based on 1 article reviews
    channel arithmetic matlab-based function - by Bioz Stars, 2026-11
    90/100 stars

    Images

    Related Articles

    Imaging:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)

    Transgenic Assay:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)

    Expressing:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)

    Immunohistochemical staining:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)

    Staining:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)

    Control:

    Article Title: On the use of the Infinity Computer architecture to set up a dynamic precision floating-point arithmetic
    Article Snippet: As a matter of fact, the dashed line, coming out from the implementation of the scheme using the standard MATLAB arithmetic, precisely overlaps with the solid line as long as the error decreases, while the two lines slightly depart from each other when they reach the saturation level right below 10−3, namely starting from step 32.

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice.
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function (26).

    Article Title: Loss of PRICKLE1 leads to abnormal endometrial epithelial architecture, decreased embryo implantation, and reduced fertility in mice
    Article Snippet: To derive the lumen-only signal, the FOXA2 signal of glands was subtracted from the epithelial CDH1 signal using the channel arithmetic MATLAB-based function ( ).

    Article Title: On explicit Wiener–Hopf factorization of 2 × 2 matrices in a vicinity of a given matrix
    Article Snippet: This can be explained by the fact that the coefficients of φ N − in the factorization of W N (according to Step 4) become very large and the standard Matlab arithmetic on such numbers is unreliable. (Indeed, it is empirically observed that the increase in error starts for those values of N for which these coefficients approach the range [10 13 , 10 15 ]; see the dashed lines in .)



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