Induction of long-term depression and rebound potentiation by inositol trisphosphate in cerebellar Purkinje neurons. Academic Article uri icon

abstract

  • Cerebellar Purkinje neurons receive two major excitatory inputs, the climbing fibers (CFs) and parallel fibers (PFs). Simultaneous, repeated activation of CFs and PFs results in the long-term depression (LTD) of the amplitude of PF-evoked synaptic currents. To induce LTD, activation of CFs may be substituted with depolarization of the Purkinje neuron to turn on voltage-activated calcium channels and increase the intracellular calcium concentration. The role of PFs in the induction of LTD, however, is less clear. PFs activate glutamate metabotropic receptors that increase phosphoinositide turnover and elevate cytosolic inositol 1,4,5-trisphosphate (InsP3). It has been proposed that calcium release from intracellular stores via InsP3 receptors may be important in the induction of LTD. We studied the role of InsP3 in the induction of LTD by photolytic release of InsP3 from its biologically inactive "caged" precursor in voltage-clamped Purkinje neurons in acutely prepared cerebellar slices. We find that InsP3-evoked calcium release is as effective in LTD induction as activation of PFs. InsP3-induced LTD was prevented by calcium chelator 1,2-bis(2-amino phenoxy)ethane-N,N,N', N'-tetraacetic acid. LTD produced either by repeated activation of PFs combined with depolarization (PF+DeltaV), or by InsP3 combined with depolarization (InsP3+DeltaV) saturated at approximately 50%. Maximal LTD induced by PF+DeltaV could not be further increased by InsP3+DeltaV and vice versa, which suggests that both protocols for induction of LTD share a common path. In addition to inducing LTD, photo-release of InsP3+DeltaV resulted in the rebound potentiation of inhibitory synaptic currents. In the presence of heparin, an InsP3 receptor antagonist, repeated activation of PF+DeltaV failed to induce LTD, suggesting that InsP3 receptors play an important role in LTD induction under physiological conditions.

publication date

  • December 9, 1997