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standard lr deconvolution  (MathWorks Inc)


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    Structured Review

    MathWorks Inc standard lr deconvolution
    Example of synthetic data processed with the different <t>deconvolution</t> methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.
    Standard Lr Deconvolution, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 96/100, based on 2714 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/standard lr deconvolution/product/MathWorks Inc
    Average 96 stars, based on 2714 article reviews
    standard lr deconvolution - by Bioz Stars, 2026-05
    96/100 stars

    Images

    1) Product Images from "Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data"

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    Journal: International Journal of Molecular Sciences

    doi: 10.3390/ijms222111792

    Example of synthetic data processed with the different deconvolution methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.
    Figure Legend Snippet: Example of synthetic data processed with the different deconvolution methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.

    Techniques Used:

    ( a ) The SSIM of the different image restoration methods, averaged over all time frames of 25 different, randomly generated synthetic datasets, such as the one in a, normalized with respect to the SSIM between the noisy and the original image as a function of the input Gaussian noise. Thus, a value larger than one indicates image quality improvement compared to the noisy input image. The measurement points correspond to the average values obtained for three different Poisson noise levels, and the error bars indicate the influence of varying the Poisson noise levels in terms of the standard deviation of the respective different simulations. TD ER SSIM values are significantly higher than ER values and ER SSIM values significantly higher than LR values, except for the smallest Gaussian noise level ( p < 0.05; paired, one-sided Wilcoxon signed-rank test with Bonferroni correction; based on the SSIM values of the random synthetic time series, with the values averaged over Poisson noise levels). ( b ) The results of the Gaussian noise estimation as a function of the input Gaussian noise for the different deconvolution methods as well as for the original noisy image, where the latter is pictured in greys and represents a plausibility check of the applied noise estimation approach. TD ER values are significantly lower than ER values and ER values significantly lower than LR values for all Gaussian noise levels.
    Figure Legend Snippet: ( a ) The SSIM of the different image restoration methods, averaged over all time frames of 25 different, randomly generated synthetic datasets, such as the one in a, normalized with respect to the SSIM between the noisy and the original image as a function of the input Gaussian noise. Thus, a value larger than one indicates image quality improvement compared to the noisy input image. The measurement points correspond to the average values obtained for three different Poisson noise levels, and the error bars indicate the influence of varying the Poisson noise levels in terms of the standard deviation of the respective different simulations. TD ER SSIM values are significantly higher than ER values and ER SSIM values significantly higher than LR values, except for the smallest Gaussian noise level ( p < 0.05; paired, one-sided Wilcoxon signed-rank test with Bonferroni correction; based on the SSIM values of the random synthetic time series, with the values averaged over Poisson noise levels). ( b ) The results of the Gaussian noise estimation as a function of the input Gaussian noise for the different deconvolution methods as well as for the original noisy image, where the latter is pictured in greys and represents a plausibility check of the applied noise estimation approach. TD ER values are significantly lower than ER values and ER values significantly lower than LR values for all Gaussian noise levels.

    Techniques Used: Generated, Standard Deviation

    Comparison of the different deconvolution methods for TPC2-R.GECO.1.2 images captured with different exposure times. ( a , e , i , m ): raw data, captured at 100 ms, 150 ms, 200 ms and 400 ms; ( b , f , j , n ): images deconvolved using MATLAB’s Lucy–Richardson (LR) algorithm; ( c , g , k , o ): images deconvolved using the static entropy algorithm (ER); ( d , h , l , p ): images deconvolved with the time-dependent entropy algorithm (TD ER). Parameters for the entropy algorithms are λ = 2.0 and (TD ER: λ = 2.0 , λ T = 2.0 ) and ε = 0.001 .
    Figure Legend Snippet: Comparison of the different deconvolution methods for TPC2-R.GECO.1.2 images captured with different exposure times. ( a , e , i , m ): raw data, captured at 100 ms, 150 ms, 200 ms and 400 ms; ( b , f , j , n ): images deconvolved using MATLAB’s Lucy–Richardson (LR) algorithm; ( c , g , k , o ): images deconvolved using the static entropy algorithm (ER); ( d , h , l , p ): images deconvolved with the time-dependent entropy algorithm (TD ER). Parameters for the entropy algorithms are λ = 2.0 and (TD ER: λ = 2.0 , λ T = 2.0 ) and ε = 0.001 .

    Techniques Used: Comparison

    Comparison of the different deconvolution methods for a time series of dataset 2, captured at 100 ms exposure time. ( a ) Raw image. ( b ) Deconvolved with the MATLAB Lucy–Richardson algorithm. ( c ) Deconvolved by ER with λ = 2.0 . ( d ) Deconvolved with the proposed TD ER with ( λ = 2.0 , λ T = 2.0 ). Each panel includes a zoomed-in region of interest indicated in yellow. ( e – h ) The intensity profile plotted along the blue line in the frames above. All entropy-based algorithms here use ε = 0.001 .
    Figure Legend Snippet: Comparison of the different deconvolution methods for a time series of dataset 2, captured at 100 ms exposure time. ( a ) Raw image. ( b ) Deconvolved with the MATLAB Lucy–Richardson algorithm. ( c ) Deconvolved by ER with λ = 2.0 . ( d ) Deconvolved with the proposed TD ER with ( λ = 2.0 , λ T = 2.0 ). Each panel includes a zoomed-in region of interest indicated in yellow. ( e – h ) The intensity profile plotted along the blue line in the frames above. All entropy-based algorithms here use ε = 0.001 .

    Techniques Used: Comparison

    Panel ( a ): Deconvolution results for [Ca 2 + ] i imaging and frames using Fluo-4 (upper row) and FuraRed (lower row) as the indicator dye. From left to right: raw image, LR, ER and TD ER result. Entropy-based deconvolution parameters were λ = 0.4 (TD ER: λ = 0.4 , λ T = 0.4 ) and ε = 0.001 . Panels ( b , c ) show the estimated background noise remaining in the deconvolved images, normalized to the background noise of the raw image for the different deconvolution methods.
    Figure Legend Snippet: Panel ( a ): Deconvolution results for [Ca 2 + ] i imaging and frames using Fluo-4 (upper row) and FuraRed (lower row) as the indicator dye. From left to right: raw image, LR, ER and TD ER result. Entropy-based deconvolution parameters were λ = 0.4 (TD ER: λ = 0.4 , λ T = 0.4 ) and ε = 0.001 . Panels ( b , c ) show the estimated background noise remaining in the deconvolved images, normalized to the background noise of the raw image for the different deconvolution methods.

    Techniques Used: Imaging

    The ratio of the deconvolution results of the two channels from after postprocessing according to . ( a ) Fluo-4/FuraRed ratio of raw images, ( b ) ratio of LR results, ( c ) ratio of ER results and ( d ) ratio of TD ER results. Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above.
    Figure Legend Snippet: The ratio of the deconvolution results of the two channels from after postprocessing according to . ( a ) Fluo-4/FuraRed ratio of raw images, ( b ) ratio of LR results, ( c ) ratio of ER results and ( d ) ratio of TD ER results. Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above.

    Techniques Used:

    Deconvolution results for a jGCaMP7b-expressing astrocyte in a mouse brain slice. ( a ) Raw image, ( b ) LR result, ( c ) ER result and ( d ) TD ER result. Entropy parameters here are λ = 0.05 and ( λ = 0.05 , λ T = 0.05 ) and ε = 0.001 . Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above. Panel ( i ) shows the amount of background noise remaining in the image after the application of the different deconvolution algorithms, normalized to the noise level of the original data.
    Figure Legend Snippet: Deconvolution results for a jGCaMP7b-expressing astrocyte in a mouse brain slice. ( a ) Raw image, ( b ) LR result, ( c ) ER result and ( d ) TD ER result. Entropy parameters here are λ = 0.05 and ( λ = 0.05 , λ T = 0.05 ) and ε = 0.001 . Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above. Panel ( i ) shows the amount of background noise remaining in the image after the application of the different deconvolution algorithms, normalized to the noise level of the original data.

    Techniques Used: Expressing, Slice Preparation



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    MathWorks Inc standard lr deconvolution
    Example of synthetic data processed with the different <t>deconvolution</t> methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.
    Standard Lr Deconvolution, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 96/100, based on 1 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/standard lr deconvolution/product/MathWorks Inc
    Average 96 stars, based on 1 article reviews
    standard lr deconvolution - by Bioz Stars, 2026-05
    96/100 stars
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    Example of synthetic data processed with the different deconvolution methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: Example of synthetic data processed with the different deconvolution methods. ( a ) Sample frame of synthetic data without any added noise and before applying the PSF. The yellow box indicates the region of interest pictured in panels ( b – d ), which show input noisy images for various noise levels as well as image restoration results. The parameters for the entropy deconvolution are λ = 0.1 and (TD ER: λ = 0.1 , λ T = 0.1 ) and ε = 0.001 . LR: Lucy–Richardson deconvolution; ER: entropy regularization-based deconvolution (static); TD ER: time-dependent entropy regularization-based deconvolution.

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques:

    ( a ) The SSIM of the different image restoration methods, averaged over all time frames of 25 different, randomly generated synthetic datasets, such as the one in a, normalized with respect to the SSIM between the noisy and the original image as a function of the input Gaussian noise. Thus, a value larger than one indicates image quality improvement compared to the noisy input image. The measurement points correspond to the average values obtained for three different Poisson noise levels, and the error bars indicate the influence of varying the Poisson noise levels in terms of the standard deviation of the respective different simulations. TD ER SSIM values are significantly higher than ER values and ER SSIM values significantly higher than LR values, except for the smallest Gaussian noise level ( p < 0.05; paired, one-sided Wilcoxon signed-rank test with Bonferroni correction; based on the SSIM values of the random synthetic time series, with the values averaged over Poisson noise levels). ( b ) The results of the Gaussian noise estimation as a function of the input Gaussian noise for the different deconvolution methods as well as for the original noisy image, where the latter is pictured in greys and represents a plausibility check of the applied noise estimation approach. TD ER values are significantly lower than ER values and ER values significantly lower than LR values for all Gaussian noise levels.

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: ( a ) The SSIM of the different image restoration methods, averaged over all time frames of 25 different, randomly generated synthetic datasets, such as the one in a, normalized with respect to the SSIM between the noisy and the original image as a function of the input Gaussian noise. Thus, a value larger than one indicates image quality improvement compared to the noisy input image. The measurement points correspond to the average values obtained for three different Poisson noise levels, and the error bars indicate the influence of varying the Poisson noise levels in terms of the standard deviation of the respective different simulations. TD ER SSIM values are significantly higher than ER values and ER SSIM values significantly higher than LR values, except for the smallest Gaussian noise level ( p < 0.05; paired, one-sided Wilcoxon signed-rank test with Bonferroni correction; based on the SSIM values of the random synthetic time series, with the values averaged over Poisson noise levels). ( b ) The results of the Gaussian noise estimation as a function of the input Gaussian noise for the different deconvolution methods as well as for the original noisy image, where the latter is pictured in greys and represents a plausibility check of the applied noise estimation approach. TD ER values are significantly lower than ER values and ER values significantly lower than LR values for all Gaussian noise levels.

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques: Generated, Standard Deviation

    Comparison of the different deconvolution methods for TPC2-R.GECO.1.2 images captured with different exposure times. ( a , e , i , m ): raw data, captured at 100 ms, 150 ms, 200 ms and 400 ms; ( b , f , j , n ): images deconvolved using MATLAB’s Lucy–Richardson (LR) algorithm; ( c , g , k , o ): images deconvolved using the static entropy algorithm (ER); ( d , h , l , p ): images deconvolved with the time-dependent entropy algorithm (TD ER). Parameters for the entropy algorithms are λ = 2.0 and (TD ER: λ = 2.0 , λ T = 2.0 ) and ε = 0.001 .

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: Comparison of the different deconvolution methods for TPC2-R.GECO.1.2 images captured with different exposure times. ( a , e , i , m ): raw data, captured at 100 ms, 150 ms, 200 ms and 400 ms; ( b , f , j , n ): images deconvolved using MATLAB’s Lucy–Richardson (LR) algorithm; ( c , g , k , o ): images deconvolved using the static entropy algorithm (ER); ( d , h , l , p ): images deconvolved with the time-dependent entropy algorithm (TD ER). Parameters for the entropy algorithms are λ = 2.0 and (TD ER: λ = 2.0 , λ T = 2.0 ) and ε = 0.001 .

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques: Comparison

    Comparison of the different deconvolution methods for a time series of dataset 2, captured at 100 ms exposure time. ( a ) Raw image. ( b ) Deconvolved with the MATLAB Lucy–Richardson algorithm. ( c ) Deconvolved by ER with λ = 2.0 . ( d ) Deconvolved with the proposed TD ER with ( λ = 2.0 , λ T = 2.0 ). Each panel includes a zoomed-in region of interest indicated in yellow. ( e – h ) The intensity profile plotted along the blue line in the frames above. All entropy-based algorithms here use ε = 0.001 .

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: Comparison of the different deconvolution methods for a time series of dataset 2, captured at 100 ms exposure time. ( a ) Raw image. ( b ) Deconvolved with the MATLAB Lucy–Richardson algorithm. ( c ) Deconvolved by ER with λ = 2.0 . ( d ) Deconvolved with the proposed TD ER with ( λ = 2.0 , λ T = 2.0 ). Each panel includes a zoomed-in region of interest indicated in yellow. ( e – h ) The intensity profile plotted along the blue line in the frames above. All entropy-based algorithms here use ε = 0.001 .

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques: Comparison

    Panel ( a ): Deconvolution results for [Ca 2 + ] i imaging and frames using Fluo-4 (upper row) and FuraRed (lower row) as the indicator dye. From left to right: raw image, LR, ER and TD ER result. Entropy-based deconvolution parameters were λ = 0.4 (TD ER: λ = 0.4 , λ T = 0.4 ) and ε = 0.001 . Panels ( b , c ) show the estimated background noise remaining in the deconvolved images, normalized to the background noise of the raw image for the different deconvolution methods.

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: Panel ( a ): Deconvolution results for [Ca 2 + ] i imaging and frames using Fluo-4 (upper row) and FuraRed (lower row) as the indicator dye. From left to right: raw image, LR, ER and TD ER result. Entropy-based deconvolution parameters were λ = 0.4 (TD ER: λ = 0.4 , λ T = 0.4 ) and ε = 0.001 . Panels ( b , c ) show the estimated background noise remaining in the deconvolved images, normalized to the background noise of the raw image for the different deconvolution methods.

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques: Imaging

    The ratio of the deconvolution results of the two channels from after postprocessing according to . ( a ) Fluo-4/FuraRed ratio of raw images, ( b ) ratio of LR results, ( c ) ratio of ER results and ( d ) ratio of TD ER results. Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above.

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: The ratio of the deconvolution results of the two channels from after postprocessing according to . ( a ) Fluo-4/FuraRed ratio of raw images, ( b ) ratio of LR results, ( c ) ratio of ER results and ( d ) ratio of TD ER results. Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above.

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques:

    Deconvolution results for a jGCaMP7b-expressing astrocyte in a mouse brain slice. ( a ) Raw image, ( b ) LR result, ( c ) ER result and ( d ) TD ER result. Entropy parameters here are λ = 0.05 and ( λ = 0.05 , λ T = 0.05 ) and ε = 0.001 . Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above. Panel ( i ) shows the amount of background noise remaining in the image after the application of the different deconvolution algorithms, normalized to the noise level of the original data.

    Journal: International Journal of Molecular Sciences

    Article Title: Time-Dependent Image Restoration of Low-SNR Live-Cell Ca 2 Fluorescence Microscopy Data

    doi: 10.3390/ijms222111792

    Figure Lengend Snippet: Deconvolution results for a jGCaMP7b-expressing astrocyte in a mouse brain slice. ( a ) Raw image, ( b ) LR result, ( c ) ER result and ( d ) TD ER result. Entropy parameters here are λ = 0.05 and ( λ = 0.05 , λ T = 0.05 ) and ε = 0.001 . Panels ( e – h ) show the intensity profile plotted along the blue line in the frames above. Panel ( i ) shows the amount of background noise remaining in the image after the application of the different deconvolution algorithms, normalized to the noise level of the original data.

    Article Snippet: The performance of the proposed spatio-temporal deconvolution was tested and compared to static entropy-based deconvolution and standard LR deconvolution (implementation of the MATLAB Image Processing Toolbox 2019a) by means of four different datasets: a synthetic image dataset, two fluorescence microscopy image datasets acquired in the context of Ca 2 + microdomain analysis in T-cells and a last dataset acquired by confocal fluorescence Ca 2 + imaging of an astrocyte in an acute mouse brain slice to illustrate transferability of the proposed methodical developments to a different application context.

    Techniques: Expressing, Slice Preparation