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[Monk-Eye]

" Alternative Subjective Realism "

* Heuristic Qualities Of Infinitude For Paradox *

You can only know what something was meant to be by how it ends not how it begins.

A premise for an apparent beginning of anything that must infinitely be and become , contradicts a premise that anything infinitely being and becoming must apparently have always been .

 

[ding]

" Alternative Subjective Realism "

* Heuristic Qualities Of Infinitude *

A paradox includes a contradiction .

A premise for an apparent beginning of anything that must always will be , contradicts a premise that anything which must always be must have always been .

Life is an enigma wrapped in a riddle smack dab in the middle of a puzzle. But the potential for all that is and all that will be existed before space and time itself. No paradox needed, contradiction not withstanding.

 

[Monk-Eye]

" First Principles Are A Priori Includes Geometric Simile "

* Incapable For Seeing Its Reflection *

Life is an enigma wrapped in a riddle smack dab in the middle of a puzzle. But the potential for all that is and all that will be existed before space and time itself. No paradox needed, contradiction not withstanding.

A " black hole " deflates into a singularity and by some transition inflates from a singularity .

 

[ding]

" First Principles Are A Priori Includes Geometric Simile "

* Incapable For Seeing Its Reflection *

A " black hole " deflates into a singularity and by some transition deflates from a singularity .

Don't kid yourself. You don't know what a singularity is. So you'd have to know that before realizing you were raping the word "deflate."

 

[Monk-Eye]

" Over Presumes Climax "

* Deflates Into A Singularity And Through Some Transition Inflates From A Singularity *

Don't kid yourself. You don't know what a singularity is. So you'd have to know that before realizing you were raping the word "deflate."

That was a typo , and deflate was replaced with inflate .

The term deflate seems sufficiently opposite to inflate , while some prefer a compression , or a compaction as more fitting terms for deflate .

Getting things out is not the same as setting the typecast to make most sense , as nouns and pronouns absent or inconsistent creates too much ambiguity .

 

[ding]

" Over Presumes Climax "

* Deflates To A Singularity And Through Some Transition Inflates From A Singularity *

That was a typo , and deflate was replaced with inflate .

Getting things out is not the same as setting the typecast to make most sense , as nouns and pronouns absent creates too much ambiguity .

The term deflate seems sufficiently opposite to inflate , while some prefer a compression , or a compaction as more fitting terms .

But it's neither. Again, what is it that you think a singularity is in the context of black holes and creation of universes? Because there is no physical phenomenon of a singularity. It is a mathematical condition. That's it. It's just where Friedmann's solutions to Einstein's field equations yield infinite density. In other words, it's the mathematical limit of the equations.

Inflation means something totally different and is related to paired particle production like which occurred during the big bang. That's not going on in black holes.

 

[Monk-Eye]

" Transition Tracts "

* Reflexive Transformations *

But it's neither. Again, what is it that you think a singularity is in the context of black holes and creation of universes? Because there is no physical phenomenon of a singularity. It is a mathematical condition. That's it. It's just where Friedmann's solutions to Einstein's field equations yield infinite density. In other words, it's the mathematical limit of the equations.

Regular singular point - Wikipedia

en.wikipedia.org

In mathematics, in the theory of ordinary differential equations in the complex plane C

, the points of C

are classified into ordinary points, at which the equation's coefficients are analytic functions, and singular points, at which some coefficient has a singularity. Then amongst singular points, an important distinction is made between a regular singular point, where the growth of solutions is bounded (in any small sector) by an algebraic function, and an irregular singular point, where the full solution set requires functions with higher growth rates.

The equation should be studied on the Riemann sphere to include the point at infinity as a possible singular point. A Möbius transformation may be applied to move ∞ into the finite part of the complex plane if required, see example on Bessel differential equation below.


* Implicit Properties Of Nature *

Inflation means something totally different and is related to paired particle production like which occurred during the big bang. That's not going on in black holes.

A process of being and becoming through some transition is sufficient to describe characteristics in parallel with a quality of infinitude .

A cyclical geometric process of contraction , involution and extraction may be a charactertistic in parallel with a quality of infinitude .

A lemniscate is as projection onto a two dimensional plane from a three dimensional non coplanar circle .

Generalized conic - Wikipedia

en.wikipedia.org

Quartic plane curve - Wikipedia

en.wikipedia.org

Lemniscate - Wikipedia

en.wikipedia.org

Lorenz system - Wikipedia

en.wikipedia.org

 

[ding]

" Transition Tracts "

* Reflexive Transformations *

Regular singular point - Wikipedia

en.wikipedia.org

In mathematics, in the theory of ordinary differential equations in the complex plane C

, the points of C

are classified into ordinary points, at which the equation's coefficients are analytic functions, and singular points, at which some coefficient has a singularity. Then amongst singular points, an important distinction is made between a regular singular point, where the growth of solutions is bounded (in any small sector) by an algebraic function, and an irregular singular point, where the full solution set requires functions with higher growth rates.

The equation should be studied on the Riemann sphere to include the point at infinity as a possible singular point. A Möbius transformation may be applied to move ∞ into the finite part of the complex plane if required, see example on Bessel differential equation below.


* Implicit Properties Of Nature *

A process of being and becoming through some transition is sufficient to describe characteristics in parallel with a quality of infinitude .

A cyclical geometric process of contraction , involution and extraction may be a charactertistic in parallel with a quality of infinitude .

A lemniscate is as projection onto a two dimensional plane from a three dimensional non coplanar circle .

Generalized conic - Wikipedia

en.wikipedia.org

Quartic plane curve - Wikipedia

en.wikipedia.org

Lemniscate - Wikipedia

en.wikipedia.org

Lorenz system - Wikipedia

en.wikipedia.org

Are you trying to prove what a singularity is because you are failing.

And if you are trying learn about inflation, I suggest starting here.

The Early Universe

You have an excellent vocabulary for a talking monkey.