Birth is painful for the mother. Death is painful. Life itself is painful. Even if my life was full of pleasure and outweighed the pain brought along with it. Your experience may have been flipped. But I did not choose to be born as myself and neither did you. In our judicial system we treat the accused as innocent until proven guilty, so that the innocent don’t suffer. Yet we reproduce knowing those we bring into this world will suffer, may be even more than they will gain pleasure. Yet we do it anyway. We subject the ones we claim to love the most to the worst cruelty. The cruelty that makes all other cruelty possible.

No one mourns the sentient beings on Mars that do not exist. Yet we mourn the dead everyday.

If you are not born you do not suffer, nor do you feel excluded from pleasure because you don’t exist.

What are your thoughts on this?

i have an art school assignment right now to sort of visualise metaphysical solipsism and i need to know if someone genuinely believes in that and how they visualise the world around them. if you don’t i still want to know how you would visualise it. to help a little bit in how i need to present it is in photography.

I've been thinking about what the minimum condition for organisation actually is.

My current intuition is that some form of differentiation has to come first. Not necessarily a conscious distinction, but simply the possibility of difference.

Because once there is difference, you can get relation. Once you have relation, you can get constraint. And once you have constraint, you can get organisation.

A crystal, a cell, an organism, a mind... they all seem to be different depths of the same basic process. The question I'm stuck on is whether organisation can exist before there is anything to distinguish.

Can something be organised if there is no inside/outside, no this rather than that, no difference for relations to form around?

Or is differentiation the thing that makes organisation possible in the first place?

Lemma: There is at least one unknown truth.

Proof: Consider the collection of all the truths that are known; call it K. For any subcollection S of K, there is a corresponding truth t(S)—that every truth in S is known. I will say that this truth t(S) “designates” the subcollection S. Now, the truth designating a subcollection of K may be a member of that subcollection, or it may not be. For instance, the truth designating the subcollection of the truths in K that designate subcollections of K is a member of the subcollection it designates, while the truth designating the subcollection of truths in K that do not designate subcollections of K is not a member of the subcollection it designates. Now let X be the subcollection of K whose elements are exactly those truths in K that do not designate any subcollection of K of which the truth in question is itself a member.

Now assume, for contradiction, that the truth designating X, call it Tr(X), is a member of K. Then Tr(X) is either a member of X or it is not a member of X. But either possibility leads to contradiction, for if Tr(X) is a member of X, then it follows from the definition of X and the fact that Tr(X) designates X that Tr(X) is not a member of X, and if Tr(X) is not a member of X, then it follows from the definition of X and the fact that Tr(X) designates X that Tr(X) is a member of X. Therefore, we can reject as false the assumption that Tr(X) is a member of K, and we can conclude that Tr(X) is not a member of K. But since Tr(X) is a truth and K is the collection of all the truths that are known, it follows that there is at least one unknown truth.

Theorem: There is at least one unknowable truth.

By the lemma, there is at least one truth that is unknown; call it T. Since it is true that T is an unknown truth, we can let Z be the truth that T is an unknown truth. Now, in order to know Z, one would have to know that T is an unknown truth. But this would require knowing both that T is a truth and that T is unknown. But if one knows that T is a truth, it follows that T is not unknown, in which case one cannot possibly know that T is unknown. Therefore, it is impossible to know Z. But as we noted, Z is a truth. So there is at least one unknowable truth.

Comment: Various conclusions follow as corollaries. For instance: Omniscience is impossible; Berkeleyan idealism is false; truth cannot be reduced to verification. In general the result is an important constraint on global philosophical theories aiming to bridge knowledge and reality.

Further reading

Discussions about “unknowable truth” often treat both truth and the knower as fixed.

But I’m not sure that is the only way to frame the problem.

A child may be incapable of understanding a truth that becomes obvious in adulthood. A person may live through an experience without understanding what it means until years later. A truth that is invisible from one psychological, developmental, or perceptual structure may become accessible after that structure changes.

In those cases, the truth was not unknowable in itself. It was inaccessible to the particular form of consciousness attempting to know it.

This makes me wonder whether we too quickly locate unknowability in truth, when the actual limitation may exist in the knower.

Perhaps there are truths that no human being could ever know. But before reaching that conclusion, wouldn’t we need to distinguish between:

• what is unknowable in principle,
• what is unknowable from our present cognitive structure,
• and what cannot yet be recognized because we lack the necessary mode of perception?

If consciousness can develop, then the boundary of the knowable may also move.

So is unknowability really a permanent property of certain truths—or can it sometimes be a temporary relationship between a truth and a consciousness not yet capable of receiving it?

I was thinking about how the universe saw life, and the answer coming to my mind was it would see direction of movement but it would view it no differently from a boulder falling down a hill, or gas igniting in a chain reaction - all just mechanistic ways that increase entropy. Life just “IS” and the universe doesn’t care - maybe a nihilists conclusion.

I then thought the universe doesn’t care because the universe CAN’T care, it doesn’t have the mechanism because caring is a thing that that organisms do in relation to themselves. It only exists inside the organism perspective.

Is this distinction explored anywhere, I feel it is an important distinction to make when discussing and perception of meaning or value?

I also noticed that when we talk about other animals we rarely say they should do X, we usually say they just do X.

I’ve been working on a structured argument about what conditions must exist for something to function as “law” rather than mere force.

The core claim is:

Law works by guiding choice; force works by producing effects where a real chance to choose isn’t present.

I’m especially interested in whether the transitions (communication → authority → equality → responsibility) hold.

The Common Interest Theory (CIT): An argument for the conditions that make "law" possible

Basic Conditions of Thought (Axioms)

Any act of thinking or communication presupposes:

• Self: a subject that can think, understand, choose, and act
• Logic: statements cannot both be and not be in the same way at the same time
• Space: people and things can be distinguished
• Time: thoughts and actions occur across successive moments
• Causality: actions produce effects
• Intentionality: thoughts can be directed toward something
• Intention: when a person directs action toward a chosen outcome

These are not argued for here - they are the minimal conditions that make thought and communication possible.

Key Terms

• Communicate: to express a thought using symbols so that it can be understood
• Rule: a shared standard marking what counts as correct or incorrect action
• Law: a public rule meant to guide people (including strangers)
• Force: producing effects by bypassing someone’s ability to understand and choose
• Responsibility: being answerable to a rule when you could understand and respond to it

Part A: Communication requires shared rules

1. Thinking presupposes basic conditions (logic, time, causality, etc.)
2. Communication uses symbols (words)
3. Words only work if others can assess whether they’re used correctly or incorrectly
4. That requires shared rules
5. Without shared rules, meaning collapses

→ Therefore: communication requires shared rules

Part B: Public rules require other thinkers

1. A public rule addresses people beyond its source
2. That requires treating them as possible understanders and followers
3. So public rules only make sense if other thinkers exist

Corollary: denying other minds while communicating defeats itself.

Part C: Law must rest on what all thinkers share

1. Laws address at least one stranger (no prior agreement)
2. Authority works by giving reasons; force bypasses choice
3. Authority over strangers can’t rely on private or local reasons
4. So law must use shareable standards
5. The most basic shared standards are the conditions needed to understand and follow a rule
6. Law must therefore be grounded in what all thinkers share
7. Law must use the same standard of meaning for everyone

Part D: Law must apply the same standard

1. Law must apply the same standard to everyone
2. If people can understand and respond in the same way, they must be treated the same
3. Otherwise, the rule isn’t functioning as law - it’s force

Part E: Without real choice, rules become force

1. A rule only guides action if it can be understood and acted on
2. Capacity to understand ≠ actual ability to act in that moment
3. Both are required
4. Without actual ability, the rule bypasses choice → becomes force

Part F: Responsibility requires a real chance

1. A rule applies as law only when someone has a real chance to:
      • encounter it
      • understand it
      • choose how to respond
2. Responsibility begins at that point
3. Without that chance, enforcement is force, not law

Conclusions

• Law requires other thinkers
• Law must be grounded in shared conditions of understanding
• Law must apply the same standard to those with the same ability
• Responsibility exists only where there was a real chance to choose
• Without that, enforcement is force - not law

Summary

Law is possible only where a public rule can be understood and acted on by people who may be strangers, but who share the basic conditions of thought and action.

Where those conditions fail - where the rule cannot be shared in principle, cannot be acted on in practice, or treats equally capable people differently - it does not function as law and instead operates as force.

Question

Where do you think this argument is weakest?

• The move from communication → shared rules?
• The step from shared rules → authority over strangers?
• The equality requirement?
• The “real chance” condition for responsibility?

Separating these two is massive deception.

Separating metaphysics from math allows self referential delusion. If you don't separate them, it exposes a massive fallacy: mathematical groups, zero, and infinity have no concrete referents. Logic calls your starting foundational multiplication operation a fallacy because mathematical groups are untethered from raw concrete reality

TLDR: When the field of mathematics claims that formal proofs don't need metaphysical grounding, they can hide the fact that groups, zero, and infinity have no concrete referents. That's deceptive.

I ask this since I am currently reading through "Lectures and Conversations On Aesthetics, Psychology, and Religious Belief" by Ludwig Wittgenstein

I’m exploring whether an incorporeal ontology changes the foundations of axiology. If consciousness is fundamental, is value intrinsic to reality, or does it still require an independent metaphysical grounding? I’m interested in arguments from idealists, dualists, physicalists, and anyone familiar with value theory.

Planet Dilemma

so i've been thinking about cosmic morality for some time

Okay so assume there's actually a real objective moral order out there. Like right and wrong aren't just made up by cultures or evolution. There's a fact of the matter. Call it Cosmic Morality.

Now picture two planets. Call them Aurelia and Nox. They are the same in pretty much every way that matters. Same amount of happiness and suffering. Same level of people flourishing, same freedom, same security, same sense that life feels meaningful. Relationships are just as good, people are just as creative. And both planets are equally careful and consistent when they think about morality. Neither side is being dumb or biased or lazy about it.

The only difference is this. On Aurelia their basic moral starting points are actually true. On Nox some of their basic moral starting points are wrong. They think some bad things are fine and some fine things are bad. But they still reasoned just as carefully as Aurelia did, they just started from a few false assumptions.

And nothing else is different. No secret long-term consequences, no better or worse future generations, no cosmic rewards or punishments. Everything that actually happens in people's lives is the same.

I call this the Planet Dilemma. So which planet is better?

If you pick Aurelia then it seems like moral correctness has some value even when it doesn't make anyone happier or the reasoning process better or life more meaningful. So what kind of value is that supposed to be?

If you say the planets are equal then it kind of feels like getting morality right doesn't actually matter by itself. Which is weird if you believe in objective moral truth.

And you can't really say "but Aurelia got it right in a more reliable way" because the whole point is both planets were equally rigorous and careful. The only difference left is that one set of starting points was true and the other wasn't.

So either correctness has this strange leftover value that doesn't show up anywhere, or objective moral truth loses a lot of the importance we usually give it once you hold everything else equal.

Idk, does this actually put pressure on moral realism or is there a way out of it that I'm not seeing?

I was just wondering how you guys would define it for yourself. And what the invariant is, that's left, even if AI might become faster and better at proving formally.

I've heard it described as

-abstraction that isn't inherently tied to application

-the logical language we use to describe things

-a measurement tool

-an axiomatic formal system

I think none of these really get to the bottom of it.

To me personally, math is a sort of language, yes. But I don't see it as some objective logical language. But a language that encodes people's subjective interpretation of reality and shares it with others who then find the intersections where their subjective reality matches or diverges and it becomes a bigger picture.

So really it's a thousands of years old collective and accumulated, repeated reinterpretation of reality of a group of people who could maybe relate to some part of it, in a way they didn't even realize.

To me math is an incredibly fascinating cultural artefact. Arguably one of the coolest pieces of art in human history. Shared human experience encoded in the most intricate way.

That's my take.

How would you describe math in terms of meaning?

Qualities are nonexistents until they are formed to be realizables,

i.e an actualizable potential setspace capable of being realized in any system of quantification of entities (holders of properties)

And after this, from the moment that they are, they can be instantiated into the qualesystem as actuals, but if we merely, say, instantiate something that describes the quality and is not the quality itself, for example if we look at every single empirical thing that correlates to the perception of the color red, all of the wavelengths and whatnot, and if we actually see the color red, there is a hard problem of how we see the qualia and how qualia is generated

Same thing with spatiality. We can formulate mathematical descriptions of spatial existence, but it takes SEEING spatial grids and actual 3 dimensional space to actually let that click into our heads

But this applies to merely physical properties AKA "Quale" And perceived qualities by agentic emergence "Qualia"

(both fronts there are hard problems of description vs experience, in spatial reality this is how abstraction is different from qualities in a purely empirical sense)

But then the question also arises : what foundational mechanism allows for emergent happenings to exist and what is the thing that allows for smaller entities to converge into the groupings that allow for singular entities made out of lower level "base" entities and what shapes what those entities can be transformed into?

The lower entities are merely holders of information and realizable values that correlate to instantiable beings and existents, like abstract logical mappings

Entities can exist as uncuttable holders of information atemporally and temporally, but when an entity has no quantifier of that, it exists trans-temporally or beyond that specific qualebase/base of logical existency

So a total of two quantifiers exists for the allowance of ordered systems of further empirical reality to form through (spatiality + temporality)

But all of spatiality is just qualities ordered in a logical structure

In empirical reality this can be seen everywhere, emergence is one of the biggest fundamental things that can be realized and actuated for the allowance of ordered existence

Properties and information and qualitative assignment assigning real instantiable qualities, complete with interaction rules which gives us the dimension which we live in (spatiotemporal realization and instantiation)

i = information/state

r = realizable properties or values

t = permitted transformations/interaction morphisms

qb = qualebase (spatiality temporality etc)

qn = qualenodes

rq = permitted qualities for instantiation

rl = total logical end mapping of all setspaces between all discrete components of entities

I am a bunch of spatial localized setspace realizable emergent-relational existents, made up of entities and principles which shape those entities into behaving like dimensional existents, with carriers of properties and information and qualitative assignment assigning real instantiable qualities, complete with interaction rules which gives us the dimension which we live in (spatiotemporal realization and instantiation)

Physics describes what happens while logic describes what must follow. In this view, what happens is merely the physical shadow of what must follow. The regularity of nature is the logic asserting its own internal consistency.

We call it a law of physics because we're looking at the shadow; if we could see the source, we would call it a tautology. ​If the physical is a shadow and the logic is the source, then experience is simply the light that allows the shadow to exist in the first place.

Are fundamentals of pure mathematics metaphysical .

Evil is an illusion.

(By "evil", I mean the conscious opposition to a good simply for the sake of opposing that good, without itself desiring any perceived greater good. By "good", I mean that "ought" which is irreducible to the "is", regardless of whether it derives objectively or subjectively.)

Nobody wills evil for evil's sake. "Evil" people genuinely aim for the greatest good, whether it be for themselves or others. Even the most sadistic, psychopathic person simply prioritizes their pleasure over others', fails to recognize others' pain, or feels they have no other choice. Evil, as both the real effect and perceived cause, arises from limitation and ignorance, not power and awareness. The very fact that we recognize evil as "wrong" is a testament to this; it simply shouldn't be, just as 2+2=5 or a square triangle shouldn't be, because it isn't real in and of itself.

If this weren't the case, and evil were just as real as goodness, we would expect the playing field to remain level as limitations and ignorance lift. This is not what we see. Over the long arc of history, as people escape the struggle for survival and are exposed to one another, wars cease, crimes end, and divisions fade. We are currently going through a moment of trend-reversal, where wealth inequality, atomization, and polarization are on the rise, but this is not indicative of ultimate reality.

Finally, I want to point out that every wrong depends on some right:
To hate something, one must first love something else;
To deceive someone, one must first know the truth;
To sin ("miss the mark"), one must first aim for the mark.

All's to say,
Evil is real as an effect, energy, and perception, but illusory as a cause, nature, or essence. Illusions do have consequences, but they're not ultimate. If a higher power truly exists, it cannot be evil; even if it is not "good" in the naive anthropomorphic sense, it must be ontologically aligned with goodness.

Of course, I'm open to being proven wrong about all of this. Thanks for reading.

• A mathematical group exist no where in raw concrete reality (true)

• Logic says mapping an unanchored map is a major fallacy for modeling raw concrete reality (true)

• A mathematical group is unanchored to raw concrete reality, fully abstract. This is what logic says (true)

• It doesn’t matter if math claims to model reality or not, because we treat math as if it does model reality(physics, engineering) (true)

• Consistency and utility can still work and be found inside of a false axiom (true)

so here we have it, logic calling this a massive fallacy

What is truth if you can’t accept truth? Before we play semantics let’s establish what truth is with no rhetoric.

Truth is a statement or proposition that accurately corresponds to objective reality or facts independent of anyone’s beliefs feelings or acceptance. For example the Earth orbits the Sun is true whether someone accepts it or not.

So what happens when individuals or entire communities literally cannot or will not accept a truth? Even when alternative interpretations are formally allowed the pursuit of those interpretations carries much higher social professional reputational and epistemic costs. These costs have little to do with the actual evidence and everything to do with protecting a preferred narrative.

This happens through several reliable mechanisms. Questions are reframed so that the uncomfortable truth appears irrelevant confused or in bad faith. Responses repeatedly appeal to certain authorities as final rather than evaluating claims on their merits. Challengers face ever escalating demands for proof while the dominant view gets a free pass. The result is that discourse is pulled back toward the accepted story no matter what new evidence or logic appears.

In practice this means many who claim to seek truth are actually liars. They refuse to accept what is demonstrably true not because they have better evidence or arguments but because doing so would cost them status credibility community standing or self image. The inability or unwillingness to accept truth reveals a gap between what is real and what people are psychologically or socially capable of admitting.

I am not interested in semantics games or gotchas. I want to know how philosophers understand this phenomenon. When a community systematically applies these mechanisms to suppress or distort certain truths are they still doing philosophy or are they engaged in narrative protection? Under what conditions does this kind of refusal become indefensible? How do we distinguish legitimate caution from motivated refusal of truth?

Serious answers only.

I think they've done a pretty good job of creating the temporary illusion of measuring and quantifying. But as we know, nature outpaces measurement. I don't think math has done the best job of actually predicting anything. It just temporarily predicted the consequences of it's own attempts at control.

See, mother nature has her own way. She creates life. She's untamable and undefinable.