Laurent Expansion
of Time

This page is a sub-page of our page on Time.

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Related sources of information:

Laurent series

The Expansion of Time into a Laurent Series of Moments:

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L_{aurent}(T_{ime}) \equiv {\sum\limits_{n \in \mathbb{Z}}^{ \text {} }} N_{ow}^n \equiv {\sum\limits_{n < 0}^{ \text {} }} N_{ow}^n + N_{ow}^0 + {\sum\limits_{n > 0}^{ \text {} }} N_{ow}^n \equiv P_{ast} + N_{ow} + F_{uture} \equiv \,

\equiv \cdots + N_{ow}^{-3} + N_{ow}^{-2} + N_{ow}^{-1} + N_{ow}^0 + N_{ow}^1 + N_{ow}^2 + N_{ow}^3 + \cdots \equiv \,

\equiv P_{ast}(L_{ast}) + L_{ast} + N_{ow} + N_{ext} + F_{uture}(N_{ext}) \, .

\int L_{aurent}(T_{ime}) \equiv \cdots + \int N_{ow}^{-2} + \int N_{ow}^{-1} + \int N_{ow}^0 + \int N_{ow}^1 + \int N_{ow}^2 + \cdots \, \equiv

\equiv \cdots + N_{ow}^{-1} + \log N_{ow} + N_{ow}^1 + N_{ow}^2 + N_{ow}^3 + \cdots \, .

R_{esidue}(L_{aurent}(T_{ime})) \equiv L_{ast} \equiv N_{ow}^{-1} \, .

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Shannon entropy leads to frequentism:

2^{\, S_{hannon-entropy}} = 2^{\; \sum {P_i \log P_i}} = 2^{\; \sum {\log {P_i}^{P_i}}} = \prod {P_i}^{P_i} \, .

Shannon Entropy - Frequentism

Historic entropy leads to Bayesianism:

2^{\, H_{istoric-entropy}} = 2^{\; \sum {P_{i-1} \log P_i}} = 2^{\; \sum {\log {P_i}^{P_{i-1}}}} = \prod {P_i}^{P_{i-1}} \, .

Historic entropy leads to bayesianism

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{\int\limits_{n \in \mathbb{Z}}^{ \text {} }} N_{ow}^n = \int N_{ow}^{-1} = \log N_{ow} \, .

N_{ow} \equiv 2^{\; \log N_{ow}} = 2^{\; \; \int\limits_{c_{hoices}^{ \text {} }} N_{ow}^{-1}}.

N_{ow} \equiv 2^{\; \log N_{ow}} = 2^{\; \int N_{ow}^{-1}} = 2^{\; \int 2^{\; \int N_{ow}^{-2}}} = 2^{\; \int 2^{\; \int 2^{\; \int N_{ow}^{-3}}}} = \cdots \, .

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The Now raised to the power of the Past:

The Now raised to the power of the Past

The Choices are made at the Last moment:

The Choices are made in the Last moment

The Choices of the Past are closed:

The Choices of the Past are closed

The Choices of the Future are still open:

The Choices of the Future are still open

Options Choice chain complex:

Options Choice chain complex

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The now is transforming the Next into the Past:

The now is transforming the Next into the Past

The now acts on the future by choosing from its available options
based on its comprehension of its actions and reactions from the past
.

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