What is the difference between Lambda -> n + pi^0 and Lambda -> p + pi^- decay?

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The decay of the \Lambda baryon can occur in two ways: \Lambda -> n + \pi^0 and \Lambda -> p + \pi^-. Both decays involve the transformation of the strange quark (s) into an up quark (u) via the emission of a W^- boson. In the \Lambda -> p + \pi^- decay, the resulting quark combinations yield a proton and a negatively charged pion. Conversely, in the \Lambda -> n + \pi^0 decay, the quark combinations produce a neutron and a neutral pion. Ultimately, both decay processes are fundamentally similar at the quark level, differing only in the final particle combinations.
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The \Lambda baryon (quark content uds) decays into n + \pi^0 or p + \pi^-. In the case \Lambda \to p + \pi^-, the s quark decays into a u quark, releasing a W^- in the process (which subsequently decays into a \pi^- meson). What happens in the \Lambda \to n + \pi^0 case? (I tried Google, but couldn't find anything about this specific decay.)

Thanks!
 
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At the quark level, these two decays are the same. The s quark decays into a u quark plus a W-, which decays into and up-bar antiquark and a down quark. In the first case, the u quark from the s decay ends up with the u and d from the original lambda, and the upbar and down pair together, so we end up with a proton and a pi-. In the second case, the d quark from the W- decay ends up with the u and d from the original lambda, and the upbar and up quark pair together, so we end up with a neutron and a pi-0.
 

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