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I asked the following question on MathStackExchange, but I have not received any answers after almost 3 days. Although it may not be a research level question, I thought I could ask it here.

*"Is there any natural approach to generalize the idea of binary bracketing (bracketing functions or any of its equivalent notions) to the continuous case, such that the well-known discrete version becomes a special case of the general theory?"

In other words, could this notion be extended to the continuous setting?

Here is the link of my question on MathStackExchange: http://math.stackexchange.com/questions/1061963/generalization-of-binary-bracketinghttps://math.stackexchange.com/questions/1061963/generalization-of-binary-bracketing

I asked the following question on MathStackExchange, but I have not received any answers after almost 3 days. Although it may not be a research level question, I thought I could ask it here.

*"Is there any natural approach to generalize the idea of binary bracketing (bracketing functions or any of its equivalent notions) to the continuous case, such that the well-known discrete version becomes a special case of the general theory?"

In other words, could this notion be extended to the continuous setting?

Here is the link of my question on MathStackExchange: http://math.stackexchange.com/questions/1061963/generalization-of-binary-bracketing

I asked the following question on MathStackExchange, but I have not received any answers after almost 3 days. Although it may not be a research level question, I thought I could ask it here.

*"Is there any natural approach to generalize the idea of binary bracketing (bracketing functions or any of its equivalent notions) to the continuous case, such that the well-known discrete version becomes a special case of the general theory?"

In other words, could this notion be extended to the continuous setting?

Here is the link of my question on MathStackExchange: https://math.stackexchange.com/questions/1061963/generalization-of-binary-bracketing

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Kaveh
Kaveh
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Generalization of Bracketing (or one of its many equivalences)

I asked the following question on MathStackExchange, but I have not received any answers after almost 3 days. Although it may not be a research level question, I thought I could ask it here.

*"Is there any natural approach to generalize the idea of binary bracketing (bracketing functions or any of its equivalent notions) to the continuous case, such that the well-known discrete version becomes a special case of the general theory?"

In other words, could this notion be extended to the continuous setting?

Here is the link of my question on MathStackExchange: http://math.stackexchange.com/questions/1061963/generalization-of-binary-bracketing