Yu Qiang’s research while affiliated with Heidelberg University and other places

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Publications (5)


Fig. 1. Time-resolved analysis of HCV-induced SG phases. (A) Still images of a cropped section of the 72-hour time-lapse movie of HCV-infected Huh7 YFP-TIA1 cells treated with IFN- (YFP-channel). A representative cell is shown with 1-hour interval for the time period 55 to 70 hours. Dark blue time label: SG-On phases; light blue time label: SG-Off phases. Scale bar, 25 m. (B) Example of time-lapse analysis output for the cell shown in (A). The number of SGs (top) and the average SG size in pixel (middle) were analyzed for each frame and allowed defining SG-On and SG-Off phases (bottom). The pink-shaded area corresponds to the time period 55 to 70 hours shown in (A). A schematic of the SG response time series is shown at the top; dark blue regions: SG-On phases; light blue regions: SG-Off phases. (C) Analysis of multiple single-cell SG response time series (n = 85). Left: SG-On and SG-Off phases. Right: Infection levels as measured by NS5A-mCherry signal intensity for the corresponding cells. n.t., no track. (D) Number of SG phases per day in the absence (left) or presence of IFN- (right). (E) Simulations of oscillator, random telegraph process, or joint gamma distributions (n = 500). Left: Type of signal response. Middle: Frequency spectrum. Right: Autocovariance function. (F) Average frequency spectra (Fourier transforms) of experimental single-cell SG response time series. (G) Autocorrelation functions of experimental single-cell SG response time series.
Fig. 3. SG formation is a switch-like process. (A to C) Activation of PKR in Huh7 YFP-TIA1 cells transfected with increasing amounts of 200-bp dsRNA (n = 3). (A) Representative Western blot analysis of p-PKR and p-eIF2 expression levels. Expression levels of -actin served as loading control. The percentage of p-eIF2 was analyzed by Phos-tag polyacrylamide gel. (B) Shown are quantifications of mean p-PKR expression levels (±SD) normalized to the loading control and relative to untreated cells (top) and quantifications of the mean p-eIF2 percentage (±SD). Statistical significance is indicated compared to untreated cells. (C) The presence of SGs in transfected cells was analyzed by fluorescence microscopy (for each condition, n > 100). Shown are mean percentages ± SD. Statistical significance is indicated compared to untreated cells. *P < 0.05, **P < 0.01. (D to F) Induction of oxidative stress in Huh7 YFP-TIA1 cells by treatment with increasing concentrations of arsenite for 45 min (n = 3). (D) Representative Western blot and Phos-tag analyses. Shown are mean percentages ± SD of p-eIF2 (E) and SG-positive cells (for each condition, n > 100) (F). Statistical significance is indicated compared to untreated cells; ****P < 0.0001. (G) Dose-response analysis and determination of the p-eIF2 level that results in formation of SGs in 50% of cells upon treatment with arsenite [related to (F); n = 3] and thapsigargin (related to fig. S4, E to H; n = 3).
Fig. 4. Activation of PKR by dsRNA. (A) In vitro PKR kinase assay. His-tagged PKR and His-tagged eIF2 were incubated with increasing molarities of 200-bp dsRNA (n = 3). The top panels show representative Western blot analyses of p-PKR and p-eIF2 levels. Silver staining of proteins in the gel served as loading control. Quantifications of mean levels relative to untreated control ± SD are shown in the bottom panels. Statistical significance is indicated compared to untreated; *P < 0.05, **P < 0.01. (B to E) Computational prediction of PKR activation by dsRNA. (B) Overview of the different steps tested in PKR model development. (C) Differences in the chi-square ( 2 ) and corrected Akaike information criterion (AICc) to the optimal PKR activation model variant (variant 3, see figs. S6 and S7). The model describing PKR dimerization upon binding to dsRNA was significantly improved by considering PKR cooperative binding to dsRNA (AICc > 200). Cis and trans reactions did not improve the cooperativity model (AICc = 18.4). (D) Overview of the optimal model variant. PKR monomers reversibly bind to PKR on dsRNA in a cooperative manner and form active PKR oligomers (dsR:PKRoligo). (E) Best model fits of p-PKR levels to in-cell (related to Fig. 3B) and in vitro kinase assays (n = 500 multistart optimization runs). a.u., arbitrary units.
Fig. 5. Analysis of GADD34 negative feedback loop. (A) FISH analysis. Top: Representative still images of uninfected and HCV-infected cells treated with IFN-. HCV (+) ssRNA genomes, GADD34 transcripts, and total polyA-tailed mRNAs were detected by FISH. Outlined in red, SG-positive cell; outlined in white, unstressed cell. White circles indicate single transcripts. Scale bars, 20 m. Bottom: GADD34 mean transcript levels ± SD. Statistical significance and the number of analyzed cells (n) are indicated at the top of the graph; **P < 0.001, ****P < 0.0001. (B) Model best fits (n = 2500 multistart optimization runs) to the percentage of SG-positive cells experimentally measured in arsenite or thapsigargin titration. (C) Computational simulations of dose-response curves for p-eIF2, GADD34 mRNA, and protein and SG-positive cells in the population at steady state. Shown are percentages of maximal values as a function of different kinase activities. The reference kinase activity (10 0 ) results in 50% SGpositive cells (intermediate stress). Kinase activities <10 −1 , low to moderate stress; >2, high stress. (D) Model prediction: behavior of the GADD34 negative feedback loop parameters (promoter activity, mRNA, and protein) after stress release. The percentage of their maximum response over time is shown. Estimated decay processes {t 1/2 , Prom. ≈ 256 min; mRNA ≈ 200 min [from (45)]; protein ≈ 37 min}. (E) Mean expression levels ± SD of GADD34 pre-mRNA and mature mRNA upon thapsigargin treatment (n = 3). (F) Model prediction: behavior of p-eIF2 levels and number of SG-positive cells after a second 1-hour stress pulse applied at different times after stress release. Phases I to III, levels of cell protection against a second stress pulse.
Fig. 7. Stochastic mathematical model of the ISR recapitulates HCV-induced SG response dynamics. (A to C) Comparison of experimental and computational simulations of 3-day single-cell SG response time series using the parameters estimated in HCV-infected cells in the presence and absence of IFN-, and in HCV-infected Huh7 PKR OE cells (bottom, n = 300) (A). Corresponding number of SG phases per day (B) and stress duration per day (C) were compared. Boxes indicate 25th and 75th percentiles around the median. (D to F) Computational simulations of average SG phases per day (D), stress duration per day (E), and concentration of active PKR (F) for varying PKR and dsRNA concentrations. DsRNA concentrations are expressed as fold changes relative to conditions of the HCV experiment (simulations of 500 single-cell trajectories per combination; hatched ellipsoid areas: 95% confidence intervals for HCV and HCV + IFN- experiments).
Temporal control of the integrated stress response by a stochastic molecular switch
  • Article
  • Full-text available

March 2022

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219 Reads

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31 Citations

Science Advances

Philipp Klein

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Stefan M Kallenberger

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Alessia Ruggieri

Stress granules (SGs) are formed in the cytosol as an acute response to environmental cues and activation of the integrated stress response (ISR), a central signaling pathway controlling protein synthesis. Using chronic virus infection as stress model, we previously uncovered a unique temporal control of the ISR resulting in recurrent phases of SG assembly and disassembly. Here, we elucidate the molecular network generating this fluctuating stress response by integrating quantitative experiments with mathematical modeling and find that the ISR operates as a stochastic switch. Key elements controlling this switch are the cooperative activation of the stress-sensing kinase PKR, the ultrasensitive response of SG formation to the phosphorylation of the translation initiation factor eIF2α, and negative feedback via GADD34, a stress-induced subunit of protein phosphatase 1. We identify GADD34 messenger RNA levels as the molecular memory of the ISR that plays a central role in cell adaptation to acute and chronic stress.

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Temporal control of the integrated stress response by a stochastic molecular switch

January 2022

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57 Reads

Stress granules (SGs) are formed in the cytosol as an acute response to environmental cues and activation of the integrated stress response (ISR), a central signaling pathway controlling protein synthesis. Using chronic virus infection as stress model, we previously uncovered a unique temporal control of the ISR resulting in recurrent phases of SG assembly and disassembly. Here, we elucidate the molecular network generating this fluctuating stress response, by integrating quantitative experiments with mathematical modeling, and find that the ISR operates as a stochastic switch. Key elements controlling this switch are the cooperative activation of the stress-sensing kinase PKR, the ultrasensitive response of SG formation to the phosphorylation of the translation initiation factor eIF2alpha, and negative feedback via GADD34, a stress-induced subunit of protein phosphatase 1. We identify GADD34 mRNA levels as the molecular memory of the ISR that plays a central role in cell adaptation to acute and chronic stress.


Figure 4. Dynamics of NS5A and E2 under Conditions of HCV Replication and Assembly (A) Short-term time-lapse microscopy of egfp-CS E2 and NS5A mCherry . C-NS2/ egfp-CS E2 cells were electroporated with the sgrJFH/5A mCherry replicon. After 48 h, images were acquired every 5 s for 5 min by using a spinning disc confocal microscope (Video S3). Representative images are shown in the upper panels. The dynamics of representative E2-NS5A double-positive and NS5A-positive puncta are highlighted in the inset images with yellow and red arrowheads, respectively (see also Video S4). Scale bars represent 10 mm. Shown images were selected every 10 s. (B and C) Velocity and size of NS5A mCherry containing puncta in the absence (mock) or presence of C-NS2, corresponding to HCV replication only or replication and assembly, respectively. Mean velocities and sizes of NS5A mCherry (B) and egfp-CS E2 (C) trajectories are depicted as a box with min/max whiskers. Red boxes refer to egfp-CS E2/NS5A mCherry double-positive structures. Analyses are based on 1000 to 8000 puncta in 25 to 32 cells per condition. Horizontal lines represent mean values from three independent experiments.
Spatiotemporal Coupling of the Hepatitis C Virus Replication Cycle by Creating a Lipid Droplet- Proximal Membranous Replication Compartment

June 2019

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216 Reads

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96 Citations

Cell Reports

The hepatitis C virus (HCV) is a major cause of chronic liver disease, affecting around 71 million people worldwide. Viral RNA replication occurs in a membranous compartment composed of double-membrane vesicles (DMVs), whereas virus particles are thought to form by budding into the endoplasmic reticulum (ER). It is unknown how these steps are orchestrated in space and time. Here, we established an imaging system to visualize HCV structural and replicase proteins in live cells and with high resolution. We determined the conditions for the recruitment of viral proteins to putative assembly sites and studied the dynamics of this event and the underlying ultrastructure. Most notable was the selective recruitment of ER membranes around lipid droplets where structural proteins and the viral replicase colocalize. Moreover, ER membranes wrapping lipid droplets were decorated with double membrane vesicles, providing a topological map of how HCV might coordinate the steps of viral replication and virion assembly.


Deep Particle Tracker: Automatic Tracking of Particles in Fluorescence Microscopy Images Using Deep Learning: 4th International Workshop, DLMIA 2018, and 8th International Workshop, ML-CDS 2018, Held in Conjunction with MICCAI 2018, Granada, Spain, September 20, 2018, Proceedings

September 2018

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214 Reads

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11 Citations

Lecture Notes in Computer Science

Tracking of particles in fluorescence microscopy image sequences is essential for studying the dynamics of subcellular structures and virus structures. We introduce a novel particle tracking approach using an LSTM-based neural network. Our approach determines assignment probabilities jointly across multiple detections by exploiting both short and long-term temporal dependencies of individual object dynamics. Manually labeled data is not required. We evaluated the performance of our approach using image data of the ISBI Particle Tracking Challenge as well as real fluorescence microscopy image sequences of virus structures. It turned out that the proposed approach outperforms previous methods.


Citations (4)


... On the other hand, as demonstrated by detailed time-course analysis, cells persistently infected with HCV undergo a dynamic oscillation of the SG assembly and disassembly, correlated with phases of stalled and active translation and mediated by PKR-dependent phosphorylation and PPI-dependent dephosphorylation of eIF2α. Such fluctuations of the stress response prevent, on one hand, long-lasting translation repression, at the same time allowing the virus to establish a persistent infection(Klein et al. 2022;Ruggieri et al. 2012). ...

Reference:

Two Birds With One Stone: RNA Virus Strategies to Manipulate G3BP1 and Other Stress Granule Components
Temporal control of the integrated stress response by a stochastic molecular switch

Science Advances

... Lipid droplets, as dynamic organelles, regulate cell death through interactions with other organelles and play a crucial role in virus replication (6,7,36,37). However, the specific mechanisms underlying LD involvement in apoptosis and virus replication remain immunoblotting. ...

Spatiotemporal Coupling of the Hepatitis C Virus Replication Cycle by Creating a Lipid Droplet- Proximal Membranous Replication Compartment

Cell Reports

... 24 DL is instrumental in enhancing image quality and clarity through sophisticated denoising and enhancement techniques. [25][26][27][28] Additionally, it automatically tracks and analyzes the movement and distribution patterns of biomolecules, [29][30][31][32] and precisely identifies, classifies, and assesses cells, tissue structures, and pathological changes in fluorescent images. [33][34][35] These capabilities have substantially advanced research in cellular biology and pathology. ...

Deep Particle Tracker: Automatic Tracking of Particles in Fluorescence Microscopy Images Using Deep Learning: 4th International Workshop, DLMIA 2018, and 8th International Workshop, ML-CDS 2018, Held in Conjunction with MICCAI 2018, Granada, Spain, September 20, 2018, Proceedings
  • Citing Chapter
  • September 2018

Lecture Notes in Computer Science

... Another colocalization approach is based on two channel 3D image cross-correlation, which is determined at each object position obtained by single-particle tracking [20]. A temporal extension of object-based colocalization are track-based approaches which combine spatial and temporal information [21]- [23]. Single-particle tracking and colocalization by trajectory correlation was used in [21]. ...

Colocalization analysis and particle tracking in multi-channel fluorescence microscopy images
  • Citing Conference Paper
  • April 2017