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| | 因此，输出电流 $I$ 是稳态电流 $I_0$ 和经过滤波的扰动 $\frac{I_0 R_1}{R_0} \int {\rm d}\tau \, \chi(\tau) \rho(t-\tau)$ 的和，其中 $\chi$ 是我们感兴趣的滤波器。 | | 因此，输出电流 $I$ 是稳态电流 $I_0$ 和经过滤波的扰动 $\frac{I_0 R_1}{R_0} \int {\rm d}\tau \, \chi(\tau) \rho(t-\tau)$ 的和，其中 $\chi$ 是我们感兴趣的滤波器。 |
| | | | |
| | + | == 参考文献 == |
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| − | <h2> 参考文献<span class="mw-headline" id="References"> References </span></h2>
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| | [http://www.scholarpedia.org/article/Short-term_synaptic_plasticity 参考http://www.scholarpedia.org/article/Short-term_synaptic_plasticity] | | [http://www.scholarpedia.org/article/Short-term_synaptic_plasticity 参考http://www.scholarpedia.org/article/Short-term_synaptic_plasticity] |