Moment and Motion: medical imaging technology

https://www.youtube.com/watch?v=fIexFF91Jl8

Arithmetic and the modular, the Cartesian, identity dimension,
deconstructive complex complements, waves and wavelets,
wavelet transforms, mathematics of medical imaging, X-rays
and Roentgens, principle axioms or action and inverse, computerized
tomography, Beer's law, X-ray absorption, Radon transform,
transforms, convolution, filters, Dirac delta, implicits and
quantities, Dirichlet and Fejer, Lyapunov and operator calculus,
passive and active sampling, sampling and measurement
and observer effects in events, sampling theory, analog and digital,
transfer function, continuous and discrete transforms, electronics,
imaging, the beam case, pointillism, probability theory, function
theory and analysis, derivations and implicits, a sourcebook
on the history of science, DesCartes and Newton on light,
moments in probability, motion, Goedel and logicism.

Hey Ross Guy, it would be great if you share your adventures in scimath (and the usenet) in your youtube channel.

Cheers

I only can guess how would be a automated youtube channel generated exclusively by the threads in scimath ; )

On 02/08/2024 10:28 AM, Jaime Yerbabuena wrote:
> Hey Ross Guy, it would be great if you share your adventures in scimath (and the usenet) in your youtube channel.
>
> Cheers
>
> I only can guess how would be a automated youtube channel generated exclusively by the threads in scimath ; )
>

I'm not sure what you might have in mind, or whether you care to
listen through my readings or plough through 10,000's posts on Usenet.

Here are some thing introduced in these.

identity dimension: about x=y
- and methods of symmetry
- and the linear fractional equation
- and Clairaut's equation
- and d'Alembert's equation
- and into the convolutional setting Int f(x) f(y-x)
- in singular integrals and singularity/multiplicity theory
- with a novel complex/complex diagram
hyperbolic analysis
- a nonstandard meromorphic hat technique
stop-derivative
- and the operator calculus
- and higher order acceleration
- and higher order deceleration
Clairaut-MacLaurin confluence
- and Fourier-style
- and Taylor-style
continuum infinitesimal analysis
- standard non-standard analysis
- yet I already wrote that all up here
fundamental foundations
- there is one
- yet I already wrote that all up here
space inversion
- a neat reading of Wertheimer
- about geometry
relativity and space-contractoin
- Einstein's tea and Nessie's hump
- pseudomomentum and the balleton
- the relativistic nanogyroscope array
- yet I already wrote all that up here
wave mechanics
- variously
deconstructive accounts
- of algebra
- of arithmetic
- of geometry
- of topology

So I wonder, what you might think that would be interesting about
talks on Usenet, when for me it's mostly having put up my slates
about Uncountability and Paradox for a post-modern sort of
paleo-classical 21'st century foundations,
and the amusement of various sorts
in a sort of open-book _belles lettres_.

Ross Finlayson wrote:

> On 02/08/2024 10:28 AM, Jaime Yerbabuena wrote:
>> Hey Ross Guy, it would be great if you share your adventures in scimath
>> (and the usenet) in your youtube channel. Cheers
>> I only can guess how would be a automated youtube channel generated
>> exclusively by the threads in scimath ; )
>
> I'm not sure what you might have in mind, or whether you care to
> listen through my readings or plough through 10,000's posts on Usenet.
> Here are some thing introduced in these.
> identity dimension: about x=y
> - and methods of symmetry

good observation. Here, for you, to undrestand more. In physics.

𝗧𝘂𝗰𝗸𝗲𝗿 𝗖𝗮𝗿𝗹𝘀𝗼𝗻 𝗡𝗲𝘁𝘄𝗼𝗿𝗸 ¤ 𝗧𝗵𝗲 𝗩𝗹𝗮𝗱𝗶𝗺𝗶𝗿 𝗣𝘂𝘁𝗶𝗻 𝗜𝗻𝘁𝗲𝗿𝘃𝗶𝗲𝘄 ¤ 𝗧𝘂𝗰𝗸𝗲𝗿 𝗖𝗮𝗿𝗹𝘀𝗼𝗻
https://bi%74%63hute.com/video/Baf1zyvT3WcR

On 02/08/2024 05:00 PM, Michale Peña Escarrà wrote:
> Ross Finlayson wrote:
>
>> On 02/08/2024 10:28 AM, Jaime Yerbabuena wrote:
>>> Hey Ross Guy, it would be great if you share your adventures in scimath
>>> (and the usenet) in your youtube channel. Cheers
>>> I only can guess how would be a automated youtube channel generated
>>> exclusively by the threads in scimath ; )
>>
>> I'm not sure what you might have in mind, or whether you care to
>> listen through my readings or plough through 10,000's posts on Usenet.
>> Here are some thing introduced in these.
>> identity dimension: about x=y
>> - and methods of symmetry
>
> good observation. Here, for you, to undrestand more. In physics.
>
> 𝗧𝘂𝗰𝗸𝗲𝗿 𝗖𝗮𝗿𝗹𝘀𝗼𝗻 𝗡𝗲𝘁𝘄𝗼𝗿𝗸 ¤ 𝗧𝗵𝗲 𝗩𝗹𝗮𝗱𝗶𝗺𝗶𝗿 𝗣𝘂𝘁𝗶𝗻 𝗜𝗻𝘁𝗲𝗿𝘃𝗶𝗲𝘄 ¤ 𝗧𝘂𝗰𝗸𝗲𝗿 𝗖𝗮𝗿𝗹𝘀𝗼𝗻
> https://bi%74%63hute.com/video/Baf1zyvT3WcR
>

No, away with that. Once upon a time that Tucker Carlson
was a mild though consistently enough radical conservative
that it wasn't terrible, but that basically has gone all rabbit-hole
since the days of the 'neo-cons' and that sort of garbage of
the yellow journalism. Then Putin was sort of a protege
after Yeltsin, and what was that, Medvedev or something,
on the one hand seeing the former USSR sort of privatize,
on the other hand that this made a giant corruption,
that these days the "Vlad & Vlad show" is de-populating
their rich areas the poor people between them, having sent
millions of refugees either way, just waiting for them to
put some roots away then to drop the facade or "we've
always been at war with Oceania".

The other day some street canvassers were like
"people like you like to help refugees", and I was like,
"yeah, repatriate them".

Anyways this is a science and mathematics talk,
and it includes great science and mathematics
whether from U.S.A. and Western, or, old Soviet bloc.

Go away this is not for you.

Followups sent to /dev/null.

On 02/04/2024 10:04 AM, Ross Finlayson wrote:
> Moment and Motion: medical imaging technology
>
> https://www.youtube.com/watch?v=fIexFF91Jl8
>
> Arithmetic and the modular, the Cartesian, identity dimension,
> deconstructive complex complements, waves and wavelets,
> wavelet transforms, mathematics of medical imaging, X-rays
> and Roentgens, principle axioms or action and inverse, computerized
> tomography, Beer's law, X-ray absorption, Radon transform,
> transforms, convolution, filters, Dirac delta, implicits and
> quantities, Dirichlet and Fejer, Lyapunov and operator calculus,
> passive and active sampling, sampling and measurement
> and observer effects in events, sampling theory, analog and digital,
> transfer function, continuous and discrete transforms, electronics,
> imaging, the beam case, pointillism, probability theory, function
> theory and analysis, derivations and implicits, a sourcebook
> on the history of science, DesCartes and Newton on light,
> moments in probability, motion, Goedel and logicism.
>
>

Moment and Motion: singular convolution

https://www.youtube.com/watch?v=IkRqd6Zohe0

Imaging and the analog and digital, addition formulae and
product formulae, Banach spaces of functions, convolution
the operation, attributes of transforms, singular integrals,
the hypergeometrics' singular points, complementary duals
and completions, Neri's notes, Lebesgue and Stieltjes, Zygmund,
function theory, common constructive milieus, Hilbert transform
and identity dimension, singular points and fixed points, Hoelder
inequality, notation and infinity, means, 2 x 2 and x^2 +- 1,
Banach space dimensions p: 1 l.t.e. p l.t.e. infinity, convolution,
Tonelli's theorem, convolution and the identity dimension,
convolution and commutativity, Dirac's delta as convolutional
identity, non-unique identities in magmas, convolution and the
hyperbola, Banach rank and scalar, inversion formulae, numerical
methods, Einstein equations, gauge theory, least action.

From a mention of Zygmund:

On another occasion, after passing through several rooms
in a museum filled with the paintings of a rather well-known
modern painter, he mused, “Mathematics and art are quite
different. We could not publish so many papers that used,
repeatedly, the same idea and still command the respect of
our colleagues.”
-- https://celebratio.org/Zygmund_A/article/408/

Yeah I really think more upon algebraic GEOMETRY
than ALGEBRAIC geometry.

From reading about a Scheveningen conference:

https://inspirehep.net/conferences/966266

On 02/09/2024 04:33 PM, Ross Finlayson wrote:
> On 02/04/2024 10:04 AM, Ross Finlayson wrote:
>> Moment and Motion: medical imaging technology
>>
>> https://www.youtube.com/watch?v=fIexFF91Jl8
>>
>> Arithmetic and the modular, the Cartesian, identity dimension,
>> deconstructive complex complements, waves and wavelets,
>> wavelet transforms, mathematics of medical imaging, X-rays
>> and Roentgens, principle axioms or action and inverse, computerized
>> tomography, Beer's law, X-ray absorption, Radon transform,
>> transforms, convolution, filters, Dirac delta, implicits and
>> quantities, Dirichlet and Fejer, Lyapunov and operator calculus,
>> passive and active sampling, sampling and measurement
>> and observer effects in events, sampling theory, analog and digital,
>> transfer function, continuous and discrete transforms, electronics,
>> imaging, the beam case, pointillism, probability theory, function
>> theory and analysis, derivations and implicits, a sourcebook
>> on the history of science, DesCartes and Newton on light,
>> moments in probability, motion, Goedel and logicism.
>>
>>
>
>
> Moment and Motion: singular convolution
>
> https://www.youtube.com/watch?v=IkRqd6Zohe0
>
> Imaging and the analog and digital, addition formulae and
> product formulae, Banach spaces of functions, convolution
> the operation, attributes of transforms, singular integrals,
> the hypergeometrics' singular points, complementary duals
> and completions, Neri's notes, Lebesgue and Stieltjes, Zygmund,
> function theory, common constructive milieus, Hilbert transform
> and identity dimension, singular points and fixed points, Hoelder
> inequality, notation and infinity, means, 2 x 2 and x^2 +- 1,
> Banach space dimensions p: 1 l.t.e. p l.t.e. infinity, convolution,
> Tonelli's theorem, convolution and the identity dimension,
> convolution and commutativity, Dirac's delta as convolutional
> identity, non-unique identities in magmas, convolution and the
> hyperbola, Banach rank and scalar, inversion formulae, numerical
> methods, Einstein equations, gauge theory, least action.
>
>
>
>
> From a mention of Zygmund:
>
> On another occasion, after passing through several rooms
> in a museum filled with the paintings of a rather well-known
> modern painter, he mused, “Mathematics and art are quite
> different. We could not publish so many papers that used,
> repeatedly, the same idea and still command the respect of
> our colleagues.”
> -- https://celebratio.org/Zygmund_A/article/408/
>
> Yeah I really think more upon algebraic GEOMETRY
> than ALGEBRAIC geometry.
>
> From reading about a Scheveningen conference:
>
> https://inspirehep.net/conferences/966266
>

Moment and Motion: meters, seconds, orders, inverses

https://www.youtube.com/watch?v=EyWpZQny5cY

Meters per second or seconds per meter, rate relations,
a stop-derivative, framing, Doppler, formalism and experience,
ad absurdam and ab absurdam, complementary duals and
generalized inverses, Curme's grammar, the Wortbuch,
Tesniere, Courant, continuous topology and continuous domains,
equipotential, pseudosphere and space inversion, zero and infinity
and rest and stopping, Beltrami and Dini, Bianchi-Baecklund and
Darboux-Baecklund, soliton manifolds, moving bodies and
extended objects, Sym, geometrization, Gonzalez-Velasco,
Fourier style, time-ordering and time-dependence, natural units,
Riesz-Fischer, Parseval and Bessel, Ostrogradsky,
spaces and their spaces.

Sym's soliton manifolds is pretty great.

On 02/15/2024 09:22 AM, Ross Finlayson wrote:

>
>
> Moment and Motion: meters, seconds, orders, inverses
>
> https://www.youtube.com/watch?v=EyWpZQny5cY
>
> Meters per second or seconds per meter, rate relations,
> a stop-derivative, framing, Doppler, formalism and experience,
> ad absurdam and ab absurdam, complementary duals and
> generalized inverses, Curme's grammar, the Wortbuch,
> Tesniere, Courant, continuous topology and continuous domains,
> equipotential, pseudosphere and space inversion, zero and infinity
> and rest and stopping, Beltrami and Dini, Bianchi-Baecklund and
> Darboux-Baecklund, soliton manifolds, moving bodies and
> extended objects, Sym, geometrization, Gonzalez-Velasco,
> Fourier style, time-ordering and time-dependence, natural units,
> Riesz-Fischer, Parseval and Bessel, Ostrogradsky,
> spaces and their spaces.
>
>
>
> Sym's soliton manifolds is pretty great.
>

Moment and Motion: infinity and large numbers

https://www.youtube.com/watch?v=k5i7CuP80Sg

Quietude, ideas of theory, units of inversions, phenomena of
the senses, object-sense and infinity, infinity deductively,
infinity the word, infinite quantification, forms in differential
geometry, the Archimedean, effectively and practically and
potentially and actually, algorithmics and asymptotics,
classical functions and continuous functions, identity-dimension
analytical origin and the semi-infinite, stop-derivative, laws of
large numbers, probability and uncertainty, convergence,
continuum dynamics, difference methods and differential
methods, the superscalar and symbolic analysis, inner and outer,
0's and 1's, events and samples, sequences of 0's and 1's,
space of sequences, Cantor space, equivalency-function,
square Cantor space, deductions about spaces, law(s) of
large numbers, factorial, the factorial/exponential identity,
Abramowitz and Stegun, implicits, convergence criteria and
laws of large numbers, apropos units, infinity and large numbers.

Moment and Motion: teleological principles

https
www.youtube.com/watch?v=lNYTU97XCMw

Rest, restlessness, electron physics, reciprocal of zero,
Born's universe, continuity and gaplessness, superclassical
theory, infinitary reasoning and logic of infinity, electron
neutrino physics, sum of histories, the fields of potential,
the well of potential, well and spike models, flow and flux,
mass/charge flux/flow quantity tetrad, point, local, global,
total, flow and pressure models, Dirichlet and flow and flux,
teleology and the entelechy, Kant's sublime and Hegel's
teleological, microcosm/macrocosm, Mendel and Lucretius,
microcosm and subjective man, scale and locale, cosmic and
earthly man, phenomenology and objectivity, the stochastic
as superclassical large numbers, naive expectations and
experience, inductive reasoning and the corner, theory-laden
and theory-lading terms, implicits and explicits in terms of
theories, teleology and cause, principles and purpose,
Aristotle's entropy and Leibniz' entropy, goals, unifying
potential and entropy, maintaining the sublime teleology,
rejection and symbiosis, the ambitious missile and the shack,
teleology and ontology, holistic teleology.

https
en.wikipedia.org/wiki/Electron_neutrino

https
en.wikipedia.org/wiki/Cowan%E2%80%93Reines_neutrino_experiment

Moment and Motion: logic and truth

https://www.youtube.com/watch?v=rqkJNg1a3mY

Reason, reasons, logic, logic and magic,
causality and determinism, induction and
inference, deduction and inference, question
words and answers, logic the personal science,
mathematical rigor, De Morgan and p's and q's,
laws of large numbers, Frege and the fin de siecle,
Boole, symbolic logic and algebra, matters of
category and type, matters of relation, tertium
non datur, worlds of words of the logical and
mathematical, a universe of logical objects,
Comenius language, automatic arithmetization,
Leibniz' universals, Boole's logic, quasi-modal
logic, Frege's writings, Tarski and Tarski truth,
ordinary and extra-ordinary, Goedel's arithmetizations,
a universe of theoretical objects, Goedel's incompleteness,
the Fefermans and Tarski, impredicativity and quantifier
disambiguation, model theory, standard and non-standard
and extra-standard and super-standard, model theory defined,
model theory and proof theory, infinitary reasoning, Badiou's
relations of truths, the style of MacLaurin, universe of
logical objects, logical definitions, teleological principles.

Moment and Motion: modern metaphysics

https://www.youtube.com/watch?v=NDbNCQPWpuE

Logic and mathematics, continuum mechanics, quantifiers,
the Fefermans' Tarski, algebraization, logic from Poland,
academia, the Vienna Circle and Carnap, logicism and positivism,
Quine, the Berkeley school, weak and stronger logicism and
positivism, theories of truth, fallibilism and infallibilism,
modality and monotonicity, contingency and the concrete,
Tarski's theories of truth, the Boolean, mechanical logic,
arithmetizations and algebraizations, geometrizations,
Vitali and Hausdorff, the measure problem, measure theory,
points and lines, geometry and algebra, Lukasiewicz, adequality,
Feferman's Tarski, model theory and proof theory, Banach-Tarski
equidecomposability, Vitali's equidecomposability, Hausdorff's
geometrical equidecomposability, quasi-invariant measure theory,
algebra's equidecomposability, equi-interpretability of equi-
decomposability, geometrization, relational algebra, space of
numbers and words, Frege's concept-script, definition, logics,
inference as diagram, Russell's retro-thesis, completions, objects
of discourse, exponential computing, finite and infinite, Frege's
theories of truth, revitalizing geometrization, quantities and
variables, stronger logicism and positivism and metaphysics,
Euclidean and super-Euclidean geometry, axiomatics, Mercator
and Escher, Moebius, geometric and algebraic topologies,
continuity and line-drawing, geometrization and algebraization,
polydimensional and pandimensional, metaphysics and axiomless
natural deduction, Frege's idea/thought distinction, logical formula,
experience and sense, the classical and pre-historical, super-scientism,
geometry and words.

Moment and Motion: cyclic metaphysic

https://www.youtube.com/watch?v=OhXbcQjTHQ0

Development of metaphysics and logic, teleology and ontology,
science and logicism and positivism, phylogeny, Plato and ideals,
metaphysical end, technical philosophy and the logico-philosophical,
Augustine and Plato, monism and theism, metaphysical void,
existentialism, DesCartes' rationalist doctrine, East-West
dichotomy and dualism, Kant and Hegel, Being and Nothing,
teleological metaphysic, technology and empiricism,
pre/post macro/micro, anti-Platonism, Wittgenstein and
metaphysic, Heidegger's historicism, Nietzsche's piety,
technical philosophy and social philosophy, cyclic metaphysic,
nothing again, metaphysic-free logic, acceleration, cardinal
numbers, Cantor space(s), continuous domains, Aleph numbers,
CH and GCH, independence of CH and GCH, Badiou, George
Steiner's Heidegger, philosophia and language, Being and
deism, limits of language, felix culpa, deism as super-scientific,
greater ontology, object-senses, number-sense, natural numerical
ability, Cattell's dictionary, symbology and metaphysics, language
and metonymy, the silver thread.