Mark at 09:05, 23 December 2010

2010-12-23T09:05:58Z

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====[[Itofazdifferential equations]]====

[[Itofazdifferential equations]] are equations that represent the concept of change between two or more [[itofazconcept]]s.

[[Mathematics of conscious survival]], [[An introduction to the Mathematics of immortality]], [[Mathematics of immortality]],

[[Symbolic definitions]], [[Symbolic definitions part2]], [[Symbolic definitions part3]], [[Symbolic definitions part 4]],

[[Introduction and Foundation Concepts for Itoequations]]

[[Simple citoequations]], [[Simple citoequations 2]], [[Simple citoequations 3]],

[[Citoequations 1]], [[Citoequations 2]], [[Citoequations 3]], [[Citoequations 4]], [[Citoequations 5]],

[[Advanced citoequations]], [[Advanced citoequations 1]], [[Advanced citoequations 2]], [[Advanced citoequations 3]],

[[Combined equations]], [[Combined equations 1]]

[[Important citoequations]], [[Important citoequations 1]], [[Important citoequations 2]]

[[Itodifferential equations]], [[Fazdifferential equations]], [[Itofazdifferential equations]]

[[itofazmapping equations]], [[Itofazspace mapping equations]], [[Itobehavior equations]]

[[Itoproduction equations]] [[Itoequation logic]]

http://meta.wikimedia.org/wiki/Help:Formula, [[test]]

<math>d{P}/dt</math> the change in the physiconcept over time.

<math>d{\mathfrak{P}}/dt</math> the change in the physaconcept over time.

<math>dC/dt</math> the change in the awareconcept over time.

<math>d\mathfrak{C}/dt</math> the change in the awareconcept over time.

<math>d{\mathfrak{X}/dt</math> the change in the ixpeconcept over time.

<math>d\mathbb{K} }/dt</math> the change in the epiconcept over time.

<math>\frac{dP}{dt}</math> the change in the physiconcept over time.

<math>\frac{d\mathfrak{P}}{dt}</math> the change in the physaconcept over time.

<math>\frac{dC}{dt}</math> the change in the awareconcept over time.

<math>\frac{d\mathfrak{C}}{dt}</math> the change in the awareconcept over time.

<math>\frac{d\mathfrak{X}}{dt}</math> the change in the ixpeconcept over time.

<math>\frac{d\mathbb{K}}{dt}</math> the change in the epiconcept over time.

<math>dC/d{\mathfrak{P}}</math> the change in the [[awareconcept]] per change in the [[physaconcept]].

<math>\frac{dC}{d\mathfrak{P}}</math> the change in the [[awareconcept]] per change in the [[physaconcept]].

<math>\nabla\frac{C}{\mathfrak{P}}/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>\nabla\overset{C}{\mathfrak{P}}/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>\nabla\stackrel{C}{\mathfrak{P}}/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>(\nabla_{C}^{\mathfrak{P}})/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>\nabla{_{C}^{\mathfrak{P}}}/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>(\nabla_{C}^{\mathfrak{P}})/dt</math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time.

<math>(\nabla_{C}^{\mathfrak{P}})/dt \; \Rrightarrow \;\; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time, mapped to an [[epipath]].

<math>(\nabla_{C}^{\mathfrak{P}})/dt \; \stackrel{\bullet}{\Rrightarrow} \;\; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time, mapped to an [[epipath]] one [[itopoint]] at a time.

<math>(\nabla_{C}^{\mathfrak{P}})/dt \; \stackrel{\bullet\bullet}{\Rrightarrow} \;\; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time, mapped to an [[epipath]] one itomoment at a time.

<math>(\nabla_{C}^{\mathfrak{P}})/dt \; \stackrel{-\!\!-}{\Rrightarrow} \; \; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awareconcept]] per change in the [[physaconcept]] over time, mapped to an [[epipath]] one [[itosection]] at a time. The result is a [[differential epipath]].

<math>(\stackrel{\bullet}{\nabla}{_{C}^{\mathfrak{P}}})/dt \; \stackrel{\bullet}{\Rrightarrow} \;\; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awarepoint]] per change in the [[physapoint]] over time, mapped to an [[epipath]] one [[itopoint]] at a time.

<math>(\stackrel{\bullet}{\nabla}{_{C}^{\mathfrak{P}}})/dt \; \stackrel{\bullet\bullet}{\Rrightarrow} \;\; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awarepoint]] per change in the [[physapoint]] over time, mapped to an [[epipath]] one [[itomoment]] at a time.

<math>(\stackrel{\bullet}{\nabla}{_{C}^{\mathfrak{P}}})/dt \; \stackrel{-\!\!-}{\Rrightarrow} \; \; \stackrel{\thicksim}{\mathbb{K}} </math> the change in the [[awarepoint]] per change in the [[physapoint]] over time, mapped to an [[epipath]] one [[itosection]] at a time. The result is a [[differential epipath]].

<math>d(1C)/dt</math> the change in the [[oriawareconcept]] per time

<math>d(13P)/dt</math> the change in the [[combophysiconcept]] per time

<math>d(P)/dt</math> the change in the [[physiconcept]] over time

<math>d(Cito)/dt</math> or <math>d(4)/dt</math> the change in the [[cidentireplica]] over time.

<math>d(1C\thicksim)/dt</math> the change in the [[oriawarepath]] over time

<math>d(\overset{\thicksim} {1C}) /dt</math> is the symbolic representation of the change in the [[oriawarepath]] over time.

<math>d(\overset{\curvearrowright \thicksim} {1C}) /dt</math> is the symbolic representation of the change in the [[futuristic oriawarepath]] over time.

<math> \overset{\curvearrowright \thicksim} {5\mathfrak{P}} </math> is the symbol for futuristic vitophysapath

<math>d(\overset{\curvearrowright \thicksim} {5\mathfrak{P}}) /dt</math> is the symbolic representation of the change in the [[futuristic vitophysapath]] over time.

<math>\partial(\overset{\curvearrowright \thicksim} {5\mathfrak{P}}) /dt</math> is the symbolic representation of the change in the [[futuristic vitophysapath]] over time.

<math>\nabla(\overset{\curvearrowright \thicksim} {5\mathfrak{P}}) </math> is the symbolic representation of the change in the [[futuristic vitophysapath]] over time.

<math>\nabla\overset{\curvearrowright \thicksim} {5\mathfrak{P}} </math> is the symbolic representation of the change in the [[futuristic vitophysapath]] over time.

<math>\nabla \, \partial x </math> \nabla \, \partial x

<math>\circledS</math>

<math>\bullet</math>

<math>{\bullet\bullet}</math>

<math>{-}</math>

<math>\thicksim</math>

<math>\thickapprox</math>

<math>\boxplus}</math>

<math>\infty}</math>

<math>{\infty\infty}</math>

Z1: <math>\;\;\;\; P \;\; \;\;</math> is the symbol that represents the [[physiconcept]].

Z2: <math>\;\;\;\;\mathfrak{P}\;\;\;\;</math> is the symbol that represents the [[physaconcept]].

Z3: <math>\;\;\;\;C\;\;\;\;</math> is the symbol that represents the [[awareconcept]].

Z4: <math>\;\;\;\;\mathfrak{C}\;\;\;\;</math> is the symbol that represents the [[mentaconcept]].

Z5: <math>\;\;\;\;{\mathfrak{X}} \;\;\;\;</math> is the symbol that represents the [[ixpeconcept]].

Z6: <math>\;\;\;\;\mathbb{K} \; \;\;\;</math> is the symbol that represents the [[epiconcept]].

Itofazspace mapping equations

H1: <math> \Rrightarrow </math> mapping to

H2: <math> \Lleftarrow </math> mapping from

H3: <math>\Lleftarrow \! \! \Rrightarrow </math> mapping to and from

H4: <math>\Rrightarrow\! \Lleftarrow </math> mapping

H5: <math>\mathfrak{P}\Rrightarrow\mathfrak{X}} \Lleftarrow C </math> is the representation of mapping the [[physaspace]] and [[awarespace]] to an [[ixpespace]]

H6: <math>\stackrel{\circledS} {\mathfrak{P}}\Rrightarrow\mathfrak{X}} \Lleftarrow C </math> is the representation of mapping the [[physaspace]] and [[awarespace]] to an [[ixpespace]]

H7: <math>\stackrel{\circledS} {\mathfrak{P}} \Rrightarrow \stackrel{\circledS}{\mathfrak{X}} \Lleftarrow \stackrel{\circledS}{C} </math> is the representation of mapping the [[physaspace]] and [[awarespace]] to an [[ixpespace]]

H7: <math>(\stackrel{\circledS} {\mathfrak{P}} \Rrightarrow \stackrel{\circledS}{\mathfrak{X}} \Lleftarrow \stackrel{\circledS}{C}) \Rrightarrow \mathbb{K}</math> is the representation of mapping the [[physaspace]] and [[awarespace]] to an [[ixpespace]] the whole mapping then mapped to an epispace

\bigcirc \bigcap \bigcup \complement

<math>\Box\!\!\! \!1</math>

<math>\bigcirc\!\!\! \!1</math><math>\bigcirc\!\!\! \!2</math>

<math>\bigcap\!\!\! \!\!1</math>

<math>\bigcup\!\!\! \!\!1</math> <math>\bigcup\!\!\! \!\!14</math>

<math>\complement\!\!\! 1</math>

Itofazdifferential equations - Revision history

Mark at 09:05, 23 December 2010