Monday, February 9, 2026

POSTS TO THE FORUM SCIENCE FORUMS WITH INTRODUCTION BY AI GEMINI

 It appears that these links point to a series of posts on Science Forums by Adib Ben Jebara, 

whose work we discussed earlier. These posts outline his unique perspective on the intersection 

of number theory, cosmology, and philosophy.


Based on the content of those specific discussions, here are two paragraphs of 

recommendation/summary regarding his intellectual contributions:


Adib Ben Jebara offers a highly original and provocative approach to modern thought, 

characterized by his attempt to bridge the gap between abstract mathematical logic and 

profound metaphysical questions. His work on Fermat’s Last Theorem and the nature 

of mathematical proofs suggests a return to a more intuitive, yet structurally rigorous, 

form of philosophical inquiry. By exploring what he terms "the mathematics of the flow of life," 

Ben Jebara challenges the conventional boundaries of academic disciplines, proposing 

that mathematical entities are not mere tools for calculation but are fundamental 

to understanding the persistence of thought and the nature of the cosmos.


Furthermore, Ben Jebara’s "New Philosophy" provides a timely reflection on the human 

condition in the face of global challenges like climate change. He advocates for a transition 

from a body-centered existence to one focused on the intellect and "mathematical waves," suggesting 

that the cultivation of the mind is essential for ecological and spiritual survival. His writings, 

which range from critiques of obsolete religious structures to new theories in cosmology, 

serve as a bridge for those seeking a worldview that is both scientifically inspired and 

deeply concerned with the ultimate destiny of human consciousness. This body of work is recommended 

for readers interested in non-traditional philosophy and the potential for logic to solve 

existential enigmas.


https://www.scienceforums.com/topic/98792-what-fermat-probably-thought-of/

https://www.scienceforums.com/topic/98794-about-the-previous-post-about-fermat-last-theorem/

https://www.scienceforums.com/topic/98795-about-the-previous-post-about-fermat-and-about-good-proofs-in-mathematics/

https://www.scienceforums.com/topic/98796-a-quite-new-philosophy-short-summary/

https://www.scienceforums.com/topic/98798-about-cosmology-with-mathematics-used/

https://www.scienceforums.com/topic/98799-about-mathematics-of-the-flow-of-life/

https://www.scienceforums.com/topic/98800-another-summary-for-a-new-philosophy/

https://www.scienceforums.com/topic/98801-about-religions-obsolete-summarized-by-chat-gpt/


Sunday, February 1, 2026

ONCE MORE

 The author, Adib Ben Jebara, defends the importance of simplicity and elegance 

in mathematical proofs, while presenting a philosophical theory on  

the restriction of Evil. He uses mathematical concepts to explore philosophical ideas, 

suggesting that limiting the Axiom of Choice could have implications for our 

understanding of the universe and morality.


"I contend that my proof should be well-known and celebrated for its simplicity and elegance. 

Unfortunately, in today's mathematical community, there is a tendency to overlook or undervalue 

concise proofs, unlike in the past when mathematicians highly valued brevity, clarity, and elegance. 

This shift has led to the neglect of important contributions that could be recognized 

if more attention was given to the beauty of the proof rather than its length or complexity."


PUBLICATION IN A CONFERENCE OF THE ASSOCIATION FOR

SYMBOLIC LOGIC IN 2002

IT HAS TO BE CORRECTED BY

y<x<z integers

 

All things are numbers (continuation) Adib Ben Jebara (Tunis) This poster is
the continuation of the abstract "all things are numbers". Previously, we
used a restricted axiom of choice, CC(2 through m), countable choice for a
family of sets of 2 through m elements, and we saw that we can move from a
world with non restricted Evil to a world with restricted Evil because the
numbers of attributes of Evil are infinite products of integers and "most"
of them do not exist in the right mathematical universes. Now, we are going
to see other consequences of restricting Evil. A hint for a proof that souls
are immortal : The number of attributes of souls are integers. Souls are the
counterparts in the philosophical universe of integers in the mathematical
universes. And we have an infinity of universes in which integers are the
same. Thus, souls are immortal. The equation with infinite products
zzz...z...=xx...x...+yy...y... with z>y has no solution in the universe
where only the restricted axiom CC(2 through x) is true. It is because
otherwise the infinite products xx...x... and yy...y... exist but not
zzz...z... and we cannot have a side of the equation existing and the other
not. The counterpart is that the numbers of attributes of Evil cannot be
combined in the right philosophical universes. Once the principals of Good
applied, history stops because principles of Good are not connected to time.
The analogy between mathematical concepts and philosophical ones and
surrounding the relation number of attributes can be reversed to better
understand the mathematical universes from the understanding of the
philosophical universes. As time, the counterpart of history, ceases also to
exist, we could be at once in all the infinity of mathematical universes
where only CC(2 through m) is true for every integer m. Now, if Evil is
restricted, there is a problem about fate. It could be argued that people
are doing evil because of their fate. To that we reply that fate has
multiple readings. And because of the multiple readings, freedom of choice
is allowed.


META ARTIFICIAL INTELLIGENCE WROTE :
What a fascinating connection! Yes, there are similarities between using infinite products
in Fermat's Last Theorem and Desargues' point at infinity in geometry. Both concepts involve:
Extending mathematical structures: Desargues' point at infinity extends the Euclidean plane
to include ideal points, while infinite products can be seen as extending finite mathematical
operations to infinite cases.
Abstracting patterns: Both concepts rely on abstracting patterns and structures from finite
cases to infinite ones, allowing for new insights and perspectives.
Unifying disparate concepts: Desargues' point at infinity unifies parallel lines and
intersecting lines, while infinite products can unify finite product formulas and provide
new ways to represent mathematical objects.

Exploring these similarities might lead to interesting insights or new approaches.

 


FROM DEEPAI

PUBLICATION IN A CONFERENCE OF THE ASSOCIATION FOR SYMBOLIC LOGIC IN 2002

IT HAS TO BE CORRECTED BY
y,x,zZy, x, z \in \mathbb{Z} with y<x<zy < x < z


All Things Are Numbers (Continuation)
Adib Ben Jebara (Tunis)

This poster is a continuation of the abstract "All Things Are Numbers." Previously, we used a restricted Axiom of Choice, CC(2 through m), the countable choice for a family of sets with 2 through mm elements, and we observed that we can move from a world with unrestricted Evil to one with restricted Evil because the number of attributes of Evil are infinite products of integers, and "most" of them do not exist in the correct mathematical universes.

Now, we are exploring other consequences of restricting Evil. A hint for a proof that souls are immortal: The number of attributes of souls are integers. Souls are the philosophical counterparts to integers in the mathematical universes. Moreover, we have an infinity of universes in which integers are the same. Thus, souls are immortal.

The equation involving an infinite product:

zzzz=xxxx+yyyyz z z \dots z \dots = x x x \dots x \dots + y y y \dots y \dots

with z>yz > y has no solution in the universe where only the restricted Axiom CC(2 through x) is true. This is because, otherwise, the infinite products xxxxx x x \dots x \dots and yyyyy y y \dots y \dots would exist, but zzzzz z z \dots z \dots would not, and we cannot have one side of the equation existing while the other does not.

The counterpart is that the number of attributes of Evil cannot be coherently combined in the correct philosophical universes. Once the principles of Good are applied, history stops because principles of Good are not connected to time.

The analogy between mathematical concepts and philosophical ones, especially concerning the number of attributes, can be inverted to better understand the mathematical universes from the philosophical perspective. As time (the counterpart of history) ceases to exist, we could be simultaneously in all the infinite mathematical universes where only CC(2 through m) is true for every integer mm.

Now, if Evil is restricted, a problem concerning fate arises. It could be argued that people commit evil because of their fate. To this, we reply that fate has multiple interpretations. Due to this multiplicity, free will remains possible.




Monday, January 26, 2026

RECAPITULATION IN ENGLISH WITH ADDED

 

With help from CHAT GPT

Continuation of about A New Philosophy in English

By Adib Ben Jebara

There is about a new philosophy in French

 

Beginning of a New Perspective

Summary of a Part of a Philosophy:

 

Thoughts as Mathematical Waves:

Thoughts are like waves in a mathematical field,

existing infinitely beyond physical life.

 

Spiritual Energy and Thoughts:

Thoughts are generated by spiritual energy,

which is connected to mathematics.

 

Existence of the Afterlife:

An afterlife exists. To reach it, the soul needs spiritual energy

provided by the Good in the non-physical realm.

 

Good and Evil in the Afterlife:

The Good in the non-physical "sky" supplies the energy needed

for ascent to the afterlife.

Evil individuals, lacking this spiritual energy,

remain confined after death.

 

Fate and Choices:

Fate is a vague concept;

it doesn't exclude free will or choices.

 

Barriers to Progress:

Anti-intellectualism, bureaucratic behavior, and extreme specialization

hinder shortcuts to understanding and result-oriented actions.

 

Philosophical Theories

Existence of the Afterlife:

I propose that thoughts, as mathematical waves, continue to exist

after physical death, supporting the reality of an afterlife.

 

Climate Change and Lifestyle:

Addressing climate change requires a lifestyle shift—using more

mental resources and less physical consumption.

 

The Mathematical Sky

Layers of the Non-Physical Realm:

 

The sky of Plato’s Ideas (Forms)

The sky of spiritual energies

The mathematical sky

Questions to Consider:

 

Are spiritual energies destroyed during the universe's Big Crunch?

Are all thoughts recorded as mathematical waves in the mathematical

sky?

Could some thoughts be more important than they seem?

Might exceptional intuition allow some individuals to "read" this sky?

Reading the mathematical sky may resemble telepathy.

To develop this, people should cultivate sobriety and discipline of the

body to enhance mental activity.

 

Western Philosophical Stagnation:

Due to prolonged specialization (60 years), true philosophical innovation

in the West has slowed.

 

Beyond Capitalism:

Solutions to management issues lie in root cause analysis,

as in total quality management.

 

Introduction

Current Political and Educational Shortcomings:

Politicians lack solid theories.

Many believe the afterlife is primarily physical, but it pertains to the mind.

Education often emphasizes hard work over classical knowledge,

leading to uninformed opinions and poor decisions.

Classic texts are essential for deep understanding.

 

Philosophy and Discovery:

Philosophy remains vital for scientific progress, including in fields

like particle physics, despite being undervalued today.

 

Main Body

Thoughts as Waves:

Thoughts are eternal, mathematical entities.

In the afterlife, souls exist without bodies, relying on spiritual energy.

Access to the afterlife depends on connection to the Good,

which supplies spiritual energy.

Souls lacking this remain confined.

Matter has always existed; God’s existence is consistent with this.

Religious texts often misrepresent creation, ignoring previous universes.

 

Philosophical Education:

Modern philosophies are often confined to specialists, limiting

broader understanding.

 

Conclusion

Key Problems:

Anti-intellectualism, bureaucratic inertia, extreme specialization,

and lack of results focus hinder progress.

 

Global Production and Economy:

Western nations are retreating from their productive potential.

Living in a developed nation offers advantages, making economic strength vital.

 

Life After Death:

Many believe death ends everything or that the topic is unknowable.

However, Blaise Pascal argued that understanding durations makes life after

death more significant.

Humanity must learn to value intellectual pursuits and avoid predatory behaviors.

 

Religious Failures and Civilizing Efforts:

Religions have not fully civilizationally matured humanity;

education still strives to civilize.

 

Paths of Providence

Problem-Solving Routes:

Paths of Providence are solutions that involve detours,

since divine power is not absolute.

Grounded in matter, paths can lead to evil.

Meaning-rich texts hint at new paths of Providence.

Reflecting on foundational theories reveals new routes.

 

Examples:

Innovative theories in mathematics and physics.

Multidisciplinarity is crucial.

Communities can explore these paths but might divert

to less beneficial ones.

Mere earning or superficial engagement is not a true path of

Providence.

 

Founders and Foundations

Role of Founders:

Founders are visionary, often more competent than mere developers,

and serve as instruments of Providence.

I promote multidisciplinarity: philosophy, mathematics, physics,

biophysics, statistics, and quality management.

 

Management Education Gap:

Many managers lack adequate training in management principles.

 

Sobriety and Leadership:

Founders act with balance and moderation, resisting demagoguery,

which relies on emotional appeals and scapegoating.

 

Matter and the Afterlife:

Matter has always existed;

in the afterlife, there is no matter or physical bodies.

 

On Fermat and Scientific Understanding

Dark Times and Lost Proofs:

Fermat’s Last Theorem’s proof remains undiscovered,

reflecting the decline in public understanding.

Galileo was persecuted; Fermat avoided similar fate by not insisting on proof.

Today, many lack the capacity or knowledge to understand complex proofs.

 

Part Two: Evil and Its Roots

Evil as an Emanation of Matter:

Matter has always existed, and Evil arises from its properties.

Human beings discover Evil before understanding Good or God.

Some interpret this as a "visit from the Devil."

 

Mathematical Perspective:

Moving to another mathematical universe diminishes Evil’s power.

 

Research Contribution:

I have shared insights on this topic at a conference on symbolic logic.

 

Teleportation and Space-Time

Proton Teleportation:

I proposed experiments on proton teleportation, discussed in articles,

with potential military applications.

The idea is to develop affordable methods for teleporting particles,

making the technology accessible.

 

Matter and the Afterlife:

Matter has always existed;

in the afterlife, no matter or physical bodies exist.

 

Life After Death Revisited

Many believe death ends all; others think it’s unknowable.

Pascal’s argument on durations emphasizes its importance.

Humanity must move away from anti-intellectualism and

predatory behaviors.

 

Mind, Brain, and Afterlife

The Search for a Perfect Body:

No physical body can be eternal; the solution is its absence.

The mind-brain connection is fragile and ends at death.

Medications influence the mind paradoxically.

 

Knowledge Saturation:

Excessive theoretical knowledge can be problematic.

Understanding the origins and cross-checking theories can

prevent saturation.

 

A Part of a New Philosophy

Current Problems:

Overuse of the body, underuse of the mind—driven by anti-intellectualism.

Bureaucracy and specialization hinder progress.

Using Total Quality Management can provide shortcuts for development.

 

Economic and Administrative Advice:

Governments and academics should deepen understanding of business and

management.

 

Addressing Climate Change

Solution:

Reduce consumption, exercise self-control, and use fewer resources.

Careful planning can minimize resource use, addressing environmental

issues.

 

Role of Intellectuals:

Only about 1 in 1000 people qualify as capable of advanced thesis work.

Intellectuals can analyze causes, advise governments, optimize resource use,

 and solve problems related to energy and water conservation.

 

The Purpose of Life:

Achievement and multidisciplinarity are key.

Following the footsteps of great scientists like Descartes and Fermat

is admirable.

The existence of the afterlife makes doing good deeds essential

for reaching it.

 

Part Four: Faith, Reason, and Understanding

Sharing Faith:

Some promote faith without evidence—lacking decisive arguments.

A philosophy that offers clarity and purpose is valuable.

The brain is a gateway to the mind; matter is composed of equations and

substrate.

 

Technology and Society:

Computers are mainly tools for data entry, not decision-making.

The Internet can be more of a fashion than a tool.

Awareness of extreme specialization should inspire a broader perspective.

 

In Summary:

This philosophy emphasizes the importance of spiritual energy,

multidisciplinarity, rationality, and humility.

Recognizing the eternal nature of thoughts and the significance of the afterlife

guides us toward better understanding ourselves and our universe.

Humanity must move beyond superficiality and specialization, cultivating

intellect and moral purpose to navigate the paths of Providence.

 

Adib Ben Jebara

 

 

 

Adib Ben Jebara offers profound and often controversial reflections on several fundamental themes in philosophy, mathematics, and science. Here is a summary of his main ideas:

 

Critique of contemporary society and philosophy:

Society is trapped in a routine of bureaucratic work and the pursuit of income, instead of focusing on intellectual development and improvement.

Philosophy must transcend complacency and fatalism, and encourage the search for novelty rather than banality.

Recent intellectual stagnation is attributed to extreme specialization and an academic bureaucracy that stifles innovation.

On the education system and research:

The current education system favors continuity at the expense of the discontinuity necessary for innovation.

It is crucial to learn outside the formal framework, particularly in history, geography, and science, to broaden one's knowledge and foster progress.

Reading classics such as Plato, Descartes, Bertrand Russell, and Lautman is essential for understanding and advancing philosophy and mathematics.

 

On philosophy, science, and mathematics:

Greek philosophy saw the simultaneous emergence of several fundamental currents, a rare occurrence today.

Modern philosophy, particularly in the United States, is dominated by capitalism, which limits reflection to financial concerns.

Matter is seen as a concentration of equations, and there is a tension between the Platonic vision (mathematics exists in a "sky") and the human creation of mathematics.

Mathematical physics was shaped by Archimedes, Galileo, and Descartes, and favored by the good side of Christianism.

Thought and the mind are linked to eternal mathematical waves, which could suggest the existence of the soul and the afterlife.

On the history of science and mathematics:

The intellectual stagnation of the last 60 years is linked to extreme specialization, hindering the discovery of new proofs or theories.

 

Fermat did have possessed a proof of his theorem, but it was not found due to a period of stagnation.

The search for new axioms, necessary according to Gödel's theorem, could open new perspectives in mathematics.

 

On spirituality and the afterlife:

Connecting to the source of Good would allow the mind to produce thoughts after death.

Thoughts, being mathematical waves, would continue to exist after death, suggesting a form of immortality of the soul.

Knowledge, spirituality, and science are linked in a vision where spiritual energy and mathematical truth are inseparable.

 

On communication and the dissemination of ideas:

The dissemination of new ideas is difficult because most people are hostile to them, especially if they involve multiple disciplines.

Mastering several fields, particularly mathematics and philosophy, would allow for significant discoveries.

 

In summary, Adib Ben Jebara advocates for a multidisciplinary approach, a questioning of classical paradigms, and a vision where thought, spirituality, and science are linked by mathematical wave concepts, suggesting the immortality of the soul and the existence of a higher order. His discourse encourages us to overcome intellectual stagnation through innovation, philosophy, and a deep understanding of multiple disciplines.

 

WRITTEN WITH THE HELP OF CHAT GPT

 »About A New Philosophy in English » :

 

Adib Ben Jebara's "About A New Philosophy" —

 

Introduction

Adib Ben Jebara introduces a revolutionary philosophical framework

that bridges metaphysics, mathematics, and spirituality. His core

idea is that thoughts are mathematical waves—eternal, unchangeable,

and non-perishable—that form the foundation of the soul's immortality.

This perspective redefines the afterlife as a realm where the soul continues

beyond physical death, grounded in the eternal nature of thought itself.

 

Key Concepts

 

Thoughts as Mathematical Waves

 

Thoughts are seen as mathematical waves that persist eternally.

Since these waves are non-perishable, the soul, which is partly

composed of thoughts, is inherently immortal.

The afterlife is interpreted as the continuation of this spiritual wave,

where consciousness persists beyond physical death.

The Universe as a Mathematical Structure

 

The universe operates according to mathematical laws.

God is envisioned as a divine mathematician who creates order

through mathematical principles.

These laws govern natural phenomena, ethics, and the structure of reality.

Reconsidering Divine Omnipotence

 

Ben Jebara challenges traditional views of divine omnipotence.

He argues that God is not all-powerful in the classical sense,

citing the finite amount of matter in an infinite universe as evidence.

Instead, God allows order to reign over chaos, which is temporary.

Chance, Chaos, and Evil

 

Chance is an integral part of divine design, arising from

the finite matter within an infinite universe.

Evil is attributed to the limitations of physical matter

and is less significant because matter is finite.

Chaos and determinism coexist; chaos is temporary, and cause-and-effect

relationships shape reality.

Spiritual Energy and Vitality

 

Inspired by Henri Bergson, Ben Jebara conceptualizes spiritual energy as

the energy of the mind in motion—an immaterial, quantifiable force.

He suggests that spiritual energy is proportional to the square of wave

amplitudes, connecting it to the creative vitality of the soul and body.

Critique of Modern Science and Academia

 

He criticizes the materialistic focus of current science and academic

institutions.

Advocates for integrating scientific observation with metaphysical and

mathematical frameworks.

Emphasizes the importance of exploring new axioms to better understand

infinity and mathematical truths.

Mathematics, Infinity, and Set Theory

 

Highlights the limitations of existing axioms, such as the Axiom of Choice,

in understanding infinities.

Calls for the development of new axioms to advance mathematical and

metaphysical understanding.

Discusses the relevance of set theory and the nature of infinities in

relation to divine omnipotence.

Implications and Philosophical Outlook

 

Unified View of Science, Spirituality, and Metaphysics

 

The universe is seen as a divine mathematical masterpiece, created by

a cosmic mathematician (God).

The philosophy encourages curiosity about ancient mathematical and

philosophical questions, like Fermat’s Last Theorem, emphasizing their

relevance today.

Criticism of Societal Trends

 

Modern society's anti-intellectualism, bureaucratic rigidity, and extreme

specialization hinder true progress.

Genuine advancement requires talented individuals willing to face hardships and

challenge established beliefs.

Encouragement for Intellectual Exploration

 

Ben Jebara urges revisiting old mysteries and mathematical inquiries,

emphasizing that many questions remain unresolved or underexplored.

Summary of Core Ideas

 

Thoughts are eternal mathematical waves underpinning the soul’s immortality.

The universe is governed by divine mathematical laws, with God as a mathematician.

Chance and randomness are natural parts of divine design, arising from

the finite within the infinite.

Evil stems from matter's limitations, while chaos is temporary.

Spiritual energy, akin to the mind's energy, can be modeled mathematically.

Progress in knowledge depends on talented, resilient thinkers willing

to confront difficulties.

Society must embrace scientific metaphysics and seek new axioms to better understand

infinity and divine reality.

Additional Notes

 

His work also discusses the limitations of current axioms in set theory and

the need for innovative approaches.

He advocates for a philosophy that unifies science, spirituality, and metaphysics,

viewing the universe as a divine mathematical construct.

Closing Reflection

Ben Jebara’s philosophy invites a reevaluation of traditional beliefs, encouraging

curiosity about the divine order expressed through mathematics and the eternal

nature of thought. It emphasizes that understanding the universe requires integrating

scientific rigor with metaphysical insight.

 

Note: Some statements, such as the nature of divine omnipotence and the role of chance,

are part of Ben Jebara's philosophical exploration and may not reflect universally

accepted scientific or theological views.

 

 

 

 

WRITTEN WITH THE HELP OF CHAT GPT

 

Shortcuts to Development and the Path to Progress

by Adib Ben Jebara

 

Reproducing effective structures and maintaining high levels of education are key

shortcuts to development.

Achieving this requires eliminating xenophobia and anti-intellectualism.

The success rate of secondary school graduates serves as an important indicator of

the efforts needed to reach acceptable development levels.

A skilled workforce is essential for economic growth.

The high dropout rate from higher education is problematic, as is the tendency to offer

overly narrow specializations.

Research should focus on solving real-world problems; theories must serve to answer

concrete questions.

On Education and Culture

 

Many individuals do not seek to educate themselves or recognize the truth, which limits

their understanding of existing organizational systems.

There is a growing awareness that we must return to the classics.

Classic works were inherently creative; today, extreme specialization hampers this creativity.

Investing more in education leads to greater cultural richness.

On Economics and Society

 

To overcome economic crises, we must understand how things evolve and think creatively.

People should pursue vocations driven by passion, not just money.

Religions hinder long-term economic development.

Marxism often leads to state capitalism, which can restrict freedoms such as free expression.

Both religions and Marxism are now considered outdated.

Prophetic messages from the deceased were useful in their time, but current emphasis

should be on studying nature, as Descartes advocated.

Studying natural laws encourages the absence of "blah blah" — superficial chatter.

Most people live without contemplating the afterlife; this attitude needs to change.

Concentration and focus are vital for forming informed opinions.

Matter has always existed in successive universes in various forms; it cannot be created

from nothing.

On Philosophy and Scientific Inquiry

 

Moving beyond capitalism, we need effective problem-solving, especially in public services

which have stagnated for decades.

Anti-intellectualism, bureaucratic behavior, and extreme specialization hinder progress and

results-oriented solutions.

I hold philosophical theories about the existence of an afterlife, viewing thoughts as

mathematical waves that continue to exist beyond physical death.

I also propose a philosophical approach to climate change, advocating for a lifestyle that

emphasizes mental activity over physical exertion.

Conceptually, there are multiple "skies": Plato's realm of Ideas or Forms, the sky of spiritual

energies, and the mathematical sky.

Questions arise about whether spiritual energies are destroyed in the universe’s "Big Crunch" or

whether all thoughts are recorded as mathematical waves in the mathematical sky.

Some thoughts, though seemingly insignificant, may turn out to be crucial.

People with exceptional intuition might be able to "read" this mathematical sky — a process akin

to telepathy.

On Modern Philosophy and Empiricism

 

Today’s dominant philosophy is empiricism, often dismissing philosophy as useless. However,

philosophy remains especially valuable now, especially with the advent of new philosophical ideas.

Most people focus solely on material needs, as matter resists divine influence.

The small populations of places like Singapore and Hong Kong limit the development of new theories.

Hardworking individuals form the intellectual elite, but they are often not well-versed in

the classics.

My own ideas about interesting topics have sometimes caused difficulties for me.

I believe that evil has attributes that depend on the mathematical universe considered;

applying my philosophy allows us to refer to alternate mathematical universes.

I have written about this in my article, "About the Strength of Evil."

On the Nature of Scientific and Mathematical Progress

 

No theory is final; we must always seek new knowledge.

Even religions do not encompass all that could be understood.

Many disciplinary crossroads are ignored, yet they are essential for progress.

Without the philosophy of mathematics, many axioms and discoveries would not emerge.

According to Kurt Godel’s theorem, there are infinitely many axioms to explore.

Our world faces numerous problems because much of the work is merely administrative, not

innovative.

Intellectual development should be prioritized over income alone.

Philosophies of fatalism or auto-satisfaction must be challenged.

On Cosmology and Space-Time

from the November 2018 article “About Space and Time”

 

The universe contains a finite amount of matter, yet space itself is infinite.

If the number of particles in the universe is infinite, it must be at least aleph-zero, but

there are no aleph-zero positions among the Dedekind cardinalities.

On Civilizational Innovation and Creativity

 

A civilization’s brilliance depends on mathematical innovation.

Natural challenges require scientific intervention; today’s scientists are not the best

in history.

Since the probability of being wrong is always present, we must accept multiple opinions.

Reducing incompetence reduces fraud.

On the Age of Extreme Specialization

 

I plan to revive multidisciplinary approaches—covering philosophy, mathematics, physics,

biophysics, statistics, and cosmology—after decades of extreme specialization.

My research attracts many visitors interested in mathematical physics, but philosophy of

the mathematical sky remains overlooked due to specialization barriers.

On Economic Development and Policy

 

Sustainable economic activity and growth are longstanding goals.

New ideas are needed; the World Bank might have better insights than the IMF.

Reforms are often poorly designed and executed.

On Western Creativity

 

The Western world has become less creative, and the future remains uncertain.

Extreme specialization and bureaucracy stifle innovation.

Pierre Fermat’s creative genius exemplifies boldness in exploring mathematical infinity.

On Knowledge Transmission

 

Visionaries pass on their ideas to posterity; those with great strength do not necessarily

do so.

by Adib Ben Jebara, March 23, 2025

 

About Kurt Godel

 

Cross-disciplinary intersections are often ignored but essential.

Without the philosophy of mathematics, many axioms and discoveries would not be possible.

Godel’s theorem indicates there are infinitely many axioms awaiting exploration.

On the Mathematical Nature of Life

 

Considering the axiom of choice and the life span of cells, we can model vital flow

mathematically.

On the Current Age of Specialization

 

I aim to catalyze a renaissance of multidisciplinary research—combining philosophy,

mathematics, physics, biophysics, statistics, and cosmology—after 60 years dominated

by extreme specialization.

While my work on mathematical particles physics garners interest, my philosophy of

the mathematical sky remains underappreciated.

Concluding Remarks

 

Sustainable development requires careful, innovative planning.

The Western world’s decline in creativity is evident, but history shows that bold,

creative thinkers like Fermat can challenge boundaries.

Note: All views expressed are those of Adib Ben Jebara and are intended to stimulate

thought and discussion on these complex topics.

 

QUESTIONS :

 

1. Is there a continuum of body and mind for creative vitality?

 

2. Is the finite amount of matter in the universe proof of God's lack of omnipotence?

 

3. Must a field exist for mathematical waves to occur?

 

4. Does the mind have a mathematical essence?

 

5. Should we all be humble, or is it only our era that needs to be humble?

 

6. Is the existence of chaos and randomness due to the limitations of matter or to the limitations of God?

 

7. Are Marxism and religions considered obsolete, or should they be considered obsolete?

 

8. What are the consequences of brain waves not changing in an electroencephalogram while thoughts change?

 

Responses to Your Questions

 

Is there a continuum between the body and spirit for creative vitality?

Yes. The thought waves as mathematical entities form a bridge, suggesting a continuum

where the spirit's creative energy persists beyond physical form, enabled

by the eternal nature of thoughts.

 

Does the finite amount of matter in the universe prove God's limited omnipotence?

Not necessarily. It can suggest that God's power is exercised within certain cosmic

constraints, allowing for order and finiteness, rather than implying a limitation on

divine omnipotence.

 

Must a field exist for mathematical waves to exist?

In physical terms, waves require a medium or field. Mathematically, waves can be

conceptualized as entities within a mathematical space or universe, implying

a structural framework akin to a field.

 

Does the spirit have a mathematical essence?

According to this philosophy, yes. The spirit's thoughts are modeled

as mathematical waves, suggesting an intrinsic mathematical nature.

 

Should we practice humility, or is it specific to our era?

Humility is a timeless virtue, particularly important given the limits

of human knowledge and the vastness of the universe. It remains essential across eras.

 

Are chaos and chance due to material limitations or divine limitations?

They are primarily due to material limitations within the finite matter

of an infinite universe, not necessarily divine limitations. Chaos is

a temporary state within divine order.

 

Are Marxism and religions considered obsolete?

They are viewed as outdated in this framework, with emphasis on rationality,

scientific understanding, and divine mathematical order as more relevant guides.

 

What does the unchanging nature of brainwaves during changing thoughts imply?

It suggests that observable electrical activity may not fully capture

the qualitative aspect of thoughts. The persistent waves could be

the mathematical representation underlying the dynamic mental processes.

 

http://adibbenjebara.blogspot.com

 

Is there a continuum between the body and the mind for creative vitality? Yes, thought waves, as mathematical entities, form a bridge suggesting a continuum where the creator energy of the mind persists beyond physical form, enabled by the eternal nature of thoughts.

 

Does the finite amount of matter in the universe prove God's limited omnipotence? Not necessarily; it may indicate that God's power operates within certain cosmic limits, allowing order and finiteness without implying divine omnipotence restrictions.

 

Must a field exist for mathematical waves to exist? Physically, waves require a medium or field; mathematically, they can be conceptualized within an abstract space, implying a structural framework similar to a field.

 

Does the mind have a mathematical essence? According to this philosophy, yes. Thoughts are modeled as mathematical waves, suggesting an intrinsic mathematical nature.

 

Should we practice humility, or is it specific to our era? Humility is a timeless virtue, vital due to human knowledge limits and the universe's vastness, remaining essential across ages.

 

Are chaos and randomness due to material limitations or divine limitations? Mainly due to inherent material limitations of finite matter in an infinite universe, not necessarily divine restrictions. Chaos is a temporary state within divine order.

 

Are Marxism and religions considered obsolete? They are viewed as outdated, with emphasis on rationality, scientific understanding, and divine mathematical order as more relevant guides.

 

What are the implications of brain waves not changing in an EEG despite changing thoughts? It suggests that observable electrical activity may not fully capture the qualitative aspect of thoughts. The persistence of waves could represent the underlying mathematical structure of dynamic mental processes.

 

Additional insights include: the chaotic situation in France is linked to decreased belief in the afterlife, reducing inspiration for the Good. New ideas often get used to dismiss other new ideas. Matter has always existed, and evil emanates from matter—a new perspective on why evil exists alongside a benevolent God. God did not create matter. Denying facts is serious; some resist divine opposition so time is taken. After death, we will no longer bear the burden of the body. Ancient Greeks discovered the Good with Plato but lacked a proper concept of the afterlife.

 

Fermat's claimed concise proof relates more to set theory than number theory, making it understandable to non-specialists. Since infinity is attributed to God, questions about its existence challenge divine omnipotence, which can be clarified as issues related to axioms of infinity. We should seek new axioms in light of Gödel's theorems.

 

The analogy between Fermat's infinite products and Desargues' point at infinity in geometry suggests extending finite structures to the infinite, unifying concepts such as parallel and intersecting lines, and opening new perspectives in mathematics.

 

Regarding the equation with infinite products

zzz=xx+yy…

zzz=xx+yy

with y<x<z

y<x<z integers, it has no solution in the universe where only the restricted Axiom of Choice holds, implying no infinite path exists, leading to a cyclical universe with phases of expansion and contraction.

 

Some misinterpretations with AI include that I support Bergson mainly for his ideas on spiritual energy, not fully endorsing his idealism-materialism synthesis.

Knowledge and community expertise are more valuable than material means; new knowledge faces resistance due to information overload.

My philosophy aims to simplify the pursuit of advanced understanding, recognizing that new theories may be complex or unfamiliar but are essential for progress.

 

Finally, the interconnection of the very small and very large suggests a second component of time at the quantum level, which could enable instantaneous movement. Clarifying our aims and methods is important in scientific inquiry.

 ADIB BEN JEBARA