This https://t.co/q0WeWYkxB3 has been replaced. Links: https://t.co/vOlJ3teda6 https://t.co/bDa1tXPxaQ https://t.co/uqk2GMWwfq https://t.co/MLHeKvjTTK
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structures. Finally, a list of open questions for future research is given. [3/3 of https://t.co/VM2FwEnSL9]
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for unital transposed Poisson algebras is presented. All transposed Poisson structures on simple graded Lie algebras of finite growth are described. It is proved that the oscillator Lie algebras have non-trivial transposed Poisson [2/3 of https://t.co/VM2F
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Complex transposed Poisson structures on some Lie and associative algebras are studied. A deep connection between unital transposed Poisson algebras and generalized Poisson algebras is established. An analog of a theorem due to Farkas [1/3 of https://t.co/