Abstract
The binding energies of baryonic systems with baryon numberB=2, 3, and 4 possessing heavy flavor, charm, bottom, or top, are estimated within the rigid oscillator version of the bound-state approach to chiral soliton models. Two tendencies are noted: the binding energy increases with increasing mass of the flavor and with increasingB. Therefore, the charmed or bottom baryonic systems have a better chance of being bound than do the strange baryonic systems discussed previously.
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