“…In future, it is expected that triple systems will be useful for the characterization of geometric structures in mathematics and physics as well as that of (classical) Yang-Baxter equations ( [10], [19], [22]). …”
In this paper, we show that geometric phenomena can be characterized using the concept of triple systems. In particular, we study a complex structure associated with triple systems.
“…In future, it is expected that triple systems will be useful for the characterization of geometric structures in mathematics and physics as well as that of (classical) Yang-Baxter equations ( [10], [19], [22]). …”
In this paper, we show that geometric phenomena can be characterized using the concept of triple systems. In particular, we study a complex structure associated with triple systems.
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