We develop an iterated map model to describe the bifurcations and complex dynamics caused by the feedbacks between voltage and intracellular Ca 2+ and Na + concentrations in paced ventricular myocytes. Voltage and Ca 2+ can form either a positive or a negative feedback loop, while voltage and Na + form a negative feedback loop. Under certain diseased conditions, when the feedback between voltage and Ca 2+ is positive, Hopf bifurcations occur, leading to periodic oscillatory behaviors. When this feedback is negative, period-doubling bifurcation routes to alternans and chaos occur. In excitable cells [1], ion concentration gradients across the cell membrane are required for a negative (polarized) resting potential and excitability. The major ions are sodium ion (Na +), potassium ion (K +), and calcium ion (Ca 2+), with concentrations in the extracellular space being roughly 140 mM, 4 mM, and 1.5 mM, and in intracellular space being roughly 10 mM, 150 mM, and 100 nM, respectively. These ion gradients are primarily maintained by ion pumps, namely, the Na +-K + pump and the Na +-Ca 2+ exchange (NCX). During an action potential (AP), Na + and Ca 2+ enter the cell via voltage-gated Na + channels and Ca 2+ channels, respectively, and K + exits the cell via K + channels, which then are extruded out or brought into the cell by the pumps, maintaining ion homeostasis of the cell. Since the intracellular ion concentrations affect both ionic currents via ion channels and pumps, feedback loops form between voltage and the ion concentrations. Moreover, the ion channels and different intracellular ion concentration dynamics exhibit distinct time scales. The feedback loops and the multiple time scales can result in very interesting dynamics, such as bursting behaviors seen in many biological cells, including neurons [2-4], pancreatic β-cells [2], and cardiac cells [5-7]. Although some of the complex AP dynamics have been understood via bifurcation analyses, much work is still needed to reveal how the feedbacks and different time scales interact to give rise to these dynamics.