What is poission bracket condotion to be transformation is canonical.
Answer
Transformation is canonical if the fundamental poisson bracket is preserved
Can be written as
{pi~ pj~}=0{qi~ qj~}=0{qi~ pj~}=δij\{\tilde{p_i}\space \tilde{p_j} \}=0 \quad \{\tilde{q_i}\space \tilde{q_j} \}=0\\\{\tilde{q_i}\space \tilde{p_j} \}=\delta_{ij}{pi~ pj~}=0{qi~ qj~}=0{qi~ pj~}=δij
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