scholarly journals Dynamic Change in Cells Expressing IL-1β in Rat Hippocampus after Status Epilepticus

2014 ◽  
Vol 5 ◽  
pp. JCM.S13738 ◽  
Author(s):  
Satoru Sakuma ◽  
Daisuke Tokuhara ◽  
Hiroshi Otsubo ◽  
Tsunekazu Yamano ◽  
Haruo Shintaku

Background The time course of cytokine dynamics after seizure remains controversial. Here we evaluated the changes in the levels and sites of interleukin (IL)-1β expression over time in the hippocampus after seizure. Methods Status epilepticus (SE) was induced in adult Wistar rats by means of intraperitoneal injection of kainic acid (KA). Subsequently, the time courses of cellular localization and IL-1β concentration in the hippocampus were evaluated by means of immunohistochemical and quantitative assays. Results On day 1 after SE, CA3 pyramidal cells showed degeneration and increased IL-1β expression. In the chronic phase (>7 days after SE), glial fibrillary acidic protein (GFAP)–-positive reactive astrocytes–-appeared in CA1 and became IL-1β immunoreactive. Their IL-1β immunoreactivity increased in proportion to the progressive hypertrophy of astrocytes that led to gliosis. Quantitative analysis showed that hippocampal IL-1β concentration progressively increased during the acute and chronic phases. Conclusion IL-1β affects the hippocampus after SE. In the acute phase, the main cells expressing IL-1β were CA3 pyramidal cells. In the chronic phase, the main cells expressing IL-1β were reactive astrocytes in CA1.

Blood ◽  
2018 ◽  
Vol 132 (Supplement 1) ◽  
pp. 4274-4274
Author(s):  
Tomas Radivoyevitch ◽  
Brian P. Hobbs ◽  
Jaroslaw P. Maciejewski

Abstract Background: Chronic myeloid leukemia (CML) survival has changed dramatically over the past few decades. In this study we compare mortalities of cases diagnosed in 1973-1985, the transplant and interferon-alpha era of 1986-2000, and the tyrosine kinase inhibitor (TKI) era of 2001-2015, using a novel Poisson regression modeling approach. Methods: The Surveillance, Epidemiology and End Results (SEER) Program and the Human Mortality Database (HMD) provide large-scale real-world data that allows refined analyses of time-dependent changes in mortality over pre-specified intervals of follow-up after diagnoses. We used Poisson regression modeling to decompose mortality relative risk time courses into subcomponents with different amplitudes and shapes that represent outcomes in patients in different CML phases at diagnosis. To observed deaths (O) we fitted expected numbers m that equal a modeled rate (in parentheses in Eq. 1) multiplied by a measure of exposure, namely deaths expected (E) if patient time intervals were randomly selected from the US population, using same ages, sexes, and years; E can be thought of as an HMD mortality rate-weighted sum of person-years at risk that controls for unequal risks across ages, sexes and years. Relative risks (RR) of mortality are O/E and m/E (fitted smooth curve in Figure 1A) where O and E are found using the R package SEERaBomb. Results: CML RR time courses across three different treatment eras are compared to Kaplan-Meier plots of the same data in Figure 1. For the 1973-1985 era, whereas two interesting high frequency signals are clearly revealed by RR time courses in Figure 1A, they are concealed in survival probability plots in Figure 1B. Comparing 1973-1985 to 1986-2000 in Figure 1A, by inspection, there were practically no improvements in mortality for those diagnosed in late stages but sizeable improvements for those diagnosed in chronic phase, seen as a reduction in the hump that otherwise peaked strongly at ~5 years. RR plots also reveal that the most recent era (2001-2015) brought with it sizeable reductions in both the early and the late components of the RR time course. These inferences by inspection were confirmed by fitting Eq. (1) to SEER data to produce the thin smooth curves in Figure 1A. In this fit the decay rate of the initial exponential was kept constant across eras as all other parameters were freely fitted. The amplitude of the early exponential risk subcomponent did not differ between 1973-1985 and 1986-2000 (P=0.86) but did between 1973-1985 and 2001-2015 (P<10-16). We also found that the rate constant of the second RR subcomponent increased by 0.07 (0.05, 0.09) between 1973-1985 and 1985-2000 (P = <10-10), i.e. that the hump shifted to the left for CML cases diagnosed in the interferon-alpha/transplant era. No shift [0.03 (0, 0.07), P = 0.06] was found between 1973-1985 and 2001-2015. Discussion: Relative to survival plots, advantages of RR time course representations of mortality include: 1) retention of high frequency signals such as initial spikes and subsequent humps; 2) a standard reference line (RR=1) that indicates how close we are to cures; and 3) opportunities for ad hoc Poisson regression modeling that can focus questions and thus discern specific differences between groups, e.g. differences in RR time course component amplitudes vs. shapes. A drop in the amplitude of the early RR component only in 2001-2015 is consistent with TKI being effective in CML cases diagnosed in accelerated phase and interferon/transplants not being effective in such patients; this drop not falling closer to zero reflects TKI not being effective in patients diagnosed later, in blast crises. The second RR subcomponent, which rises to a peak at ~5 years in 1973-1985 and falls thereafter, likely reflects waiting times for an additional hit needed for chronic phase CML to progress to blast crisis/death. The extent to which interferon-alpha and/or transplants ablated this peak is remarkable. Hump amplitude lowering might be interpreted as immune system mediated progression suppression. Hump shape left-shifting might be interpreted as DNA damaging agent acceleration to blast crisis in patients in which immune system progression suppression failed. Conclusion: Relative to survival analyses, Poisson regression modeling of mortality RR time courses provides an additional dimension of hypothesis formulation and testing that could be useful in CML outcome analyses. Disclosures Maciejewski: Apellis Pharmaceuticals: Consultancy; Apellis Pharmaceuticals: Consultancy; Ra Pharmaceuticals, Inc: Consultancy; Alexion Pharmaceuticals, Inc.: Consultancy, Membership on an entity's Board of Directors or advisory committees, Speakers Bureau; Ra Pharmaceuticals, Inc: Consultancy; Alexion Pharmaceuticals, Inc.: Consultancy, Membership on an entity's Board of Directors or advisory committees, Speakers Bureau.


2005 ◽  
Vol 94 (2) ◽  
pp. 1528-1540 ◽  
Author(s):  
M. Frerking ◽  
J. Schulte ◽  
S. P. Wiebe ◽  
U. Stäubli

Spike timing is thought to be an important mechanism for transmitting information in the CNS. Recent studies have emphasized millisecond precision in spike timing to allow temporal summation of rapid synaptic signals. However, spike timing over slower time scales could also be important, through mechanisms including activity-dependent synaptic plasticity or temporal summation of slow postsynaptic potentials (PSPs) such as those mediated by kainate receptors. To determine the extent to which these slower mechanisms contribute to information processing, it is first necessary to understand the properties of behaviorally relevant spike timing over this slow time scale. In this study, we examine the activity of CA3 pyramidal cells during the performance of a complex behavioral task in rats. Sustained firing rates vary over a wide range, and the firing rate of a cell is poorly correlated with the behavioral cues to which the cell responds. Nonrandom interactions between successive spikes can last for several seconds, but the nonrandom distribution of interspike intervals (ISIs) can account for the majority of nonrandom multi-spike patterns. During a stimulus, cellular responses are temporally complex, causing a shift in spike timing that favors intermediate ISIs over short and long ISIs. Response discrimination between related stimuli occurs through changes in both response time-course and response intensity. Precise synchrony between cells is limited, but loosely correlated firing between cells is common. This study indicates that spike timing is regulated over long time scales and suggests that slow synaptic mechanisms could play a substantial role in information processing in the CNS.


1992 ◽  
Vol 99 (3) ◽  
pp. 317-338 ◽  
Author(s):  
L Reuss ◽  
B Simon ◽  
C U Cotton

The mechanisms of apparent streaming potentials elicited across Necturus gallbladder epithelium by addition or removal of sucrose from the apical bathing solution were studied by assessing the time courses of: (a) the change in transepithelial voltage (Vms). (b) the change in osmolality at the cell surface (estimated with a tetrabutylammonium [TBA+]-selective microelectrode, using TBA+ as a tracer for sucrose), and (c) the change in cell impermeant solute concentration ([TMA+]i, measured with an intracellular double-barrel TMA(+)-selective microelectrode after loading the cells with TMA+ by transient permeabilization with nystatin). For both sucrose addition and removal, the time courses of Vms were the same as the time courses of the voltage signals produced by [TMA+]i, while the time courses of the voltage signals produced by [TBA+]o were much faster. These results suggest that the apparent streaming potentials are caused by changes of [NaCl] in the lateral intercellular spaces, whose time course reflects the changes in cell water volume (and osmolality) elicited by the alterations in apical solution osmolality. Changes in cell osmolality are slow relative to those of the apical solution osmolality, whereas lateral space osmolality follows cell osmolality rapidly, due to the large surface area of lateral membranes and the small volume of the spaces. Analysis of a simple mathematical model of the epithelium yields an apical membrane Lp in good agreement with previous measurements and suggests that elevations of the apical solution osmolality elicit rapid reductions in junctional ionic selectivity, also in good agreement with experimental determinations. Elevations in apical solution [NaCl] cause biphasic transepithelial voltage changes: a rapid negative Vms change of similar time course to that of a Na+/TBA+ bi-ionic potential and a slow positive Vms change of similar time course to that of the sucrose-induced apparent streaming potential. We conclude that the Vms changes elicited by addition of impermeant solute to the apical bathing solution are pseudo-streaming potentials, i.e., junctional diffusion potentials caused by salt concentration changes in the lateral intercellular spaces secondary to osmotic water flow from the cells to the apical bathing solution and from the lateral intercellular spaces to the cells. Our results do not support the notion of junctional solute-solvent coupling during transepithelial osmotic water flow.


2000 ◽  
Vol 39 (12) ◽  
pp. 2288-2301 ◽  
Author(s):  
Nicola Berretta ◽  
Aleksej V Rossokhin ◽  
Alexander M Kasyanov ◽  
Maxim V Sokolov ◽  
Enrico Cherubini ◽  
...  

1991 ◽  
Vol 97 (2) ◽  
pp. 303-320 ◽  
Author(s):  
A Castellano ◽  
J López-Barneo

Voltage-gated Na+ and Ca2+ conductances of freshly dissociated septal neurons were studied in the whole-cell configuration of the patch-clamp technique. All cells exhibited a large Na+ current with characteristic fast activation and inactivation time courses. Half-time to peak current at -20 mV was 0.44 +/- 0.18 ms and maximal activation of Na+ conductance occurred at 0 mV or more positive membrane potentials. The average value was 91 +/- 32 nS (approximately 11 mS cm-2). At all membrane voltages inactivation was well fitted by a single exponential that had a time constant of 0.44 +/- 0.09 ms at 0 mV. Recovery from inactivation was complete in approximately 900 ms at -80 mV but in only 50 ms at -120 mV. The decay of Na+ tail currents had a single time constant that at -80 mV was faster than 100 microseconds. Depolarization of septal neurons also elicited a Ca2+ current that peaked in approximately 6-8 ms. Maximal peak Ca2+ current was obtained at 20 mV, and with 10 mM external Ca2+ the amplitude was 0.35 +/- 0.22 nA. During a maintained depolarization this current partially inactivated in the course of 200-300 ms. The Ca2+ current was due to the activity of two types of conductances with different deactivation kinetics. At -80 mV the closing time constants of slow (SD) and fast (FD) deactivating channels were, respectively, 1.99 +/- 0.2 and 0.11 +/- 0.03 ms (25 degrees C). The two kinds of channels also differed in their activation voltage, inactivation time course, slope of the conductance-voltage curve, and resistance to intracellular dialysis. The proportion of SD and FD channels varied from cell to cell, which may explain the differential electrophysiological responses of intracellularly recorded septal neurons.


1980 ◽  
Vol 152 (5) ◽  
pp. 1302-1310 ◽  
Author(s):  
D S Pisetsky ◽  
G A McCarty ◽  
D V Peters

The quantitative expression of anti-DNA and anti-Sm antibodies has been investigated in autoimmune MRL-lpr/lpr and MRL-+/+ mice. Anti-Sm antibodies were detected in sera from 21/23 lpr/lpr and 10/16 +/+ mice, with individual animals showing striking variation in the time-course and magnitude of this autoantibody response. The peak antibody levels of the responding animals of each substrain did not differ significantly. For anti-DNA antibody, a different pattern of responsiveness was observed. Individual animals of each substrain produced very similar responses in terms of the magnitude and time-course of serum anti-DNA antibody. The differences in the peak levels of the two substrains were highly significant, with lpr/lpr mice demonstrating a much greater anti-DNA antibody response than +/+ mice. In lpr/lpr mice tested for both autoantibody systems, serum anti-DNA and anti-Sm antibodies showed distinct time-courses. These studies indicate that anti-DNA and anti-Sm antibodies are expressed independently in MRL mice, with the expression of anti-DNA, but not anti-Sm antibody markedly influenced by the presence of the 1pr gene. A fundamental difference in the mechanisms involved in the generation of anti-DNA and anti-Sm antibodies is suggested by the quantitative pattern of the two responses.


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