Encyclopedia/All topics/Gravity
Gravity
Articles 661–720 of 1,755. Alphabetical by title.
Gravity Bhecho Amplitudes Echo Amplitude Succ Ratio
In the Recognition Science account of black-hole echoes, each successive reflection is quieter than the last by a fixed factor, the golden ratio's reciprocal.
Gravity Bhecho Amplitudes Echo Snr Ratio
Gravitational wave echoes from a black hole bounce should shrink in a fixed golden-ratio step, a prediction the framework states as a testable ratio.
Gravity Bhecho Per Event Catalog
A machine-checked catalog assigns each of four famous black hole mergers a specific echo delay, turning a vague prediction into a testable list.
Gravity Bhecho Per Event Catalog Headline Event
A machine-checked catalog names four LIGO/Virgo events and assigns each a predicted gravitational-wave echo delay, a testable claim about what a black hole merger should ring like.
Gravity Bhecho Per Event Catalog Predicted Bounce Radius Pos
For each of four gravitational-wave events, a machine-checked theorem certifies that the predicted bounce radius is a positive number, not zero or negative.
Gravity Bhecho Per Event Catalog Predicted Echo Delay Pos
A machine-checked catalog assigns each of four famous gravitational-wave events a predicted time delay for a possible echo, and proves that every delay is positive.
Gravity Bhecho Per Event Catalog Predicted Echo Frequency
A machine-checked catalog assigns each of four famous gravitational wave events a specific frequency where its black hole echo should appear, if echoes exist at all.
Gravity Bhecho Per Event Catalog Predicted Echo Frequency Pos
A machine-checked theorem states that each predicted black hole echo frequency is strictly positive, a formal guarantee that the catalog's numbers are physically meaningful.
Gravity Bhecho Per Event Catalog Rung Ordering
A machine-checked theorem sorts four gravitational-wave events by a predicted echo delay, but it does not say any echo has been seen.
Gravity Bhechoes Ligocatalog
A machine-checked library names four LIGO/Virgo merger events and proves that, in this framework, each should carry a faint gravitational-wave echo at a delay set by the golden rat
Gravity Bhechoes Ligocatalog Bhechoes Cert
A machine-checked certificate names which LIGO/Virgo merger events could show black-hole echoes and proves the predicted delay is always positive.
Gravity Bhechoes Ligocatalog Bounce Radius Pos
A machine-checked theorem in the Recognition Science library proves a certain bounce radius is always positive, but it makes no claim about detecting echoes.
Gravity Bhechoes Ligocatalog Bounce Radius Succ Ratio
In the Recognition Science account, the predicted radius of a black hole's echo surface grows by the golden ratio at each step, a fact the framework's machine-checked lib
Gravity Bhechoes Ligocatalog Echo Delay Pos
A machine-checked proof shows that a specific, predicted delay for black hole echoes is always positive, and that the delay grows by a fixed ratio between successive predicted echo
Gravity Bhechoes Ligocatalog Echo Delay Succ Ratio
In the Recognition Science framework, a machine-checked theorem states that successive predicted black-hole echo delays grow by the golden ratio, a structural claim that says nothi
Gravity Bhentropy Log Correction2 From Jcost Bhentropy Log2 Cert
A machine-checked certificate proves three general facts about a cost function, but says nothing specific about black hole entropy, despite its name.
Gravity Black Hole Echoes From Bounce
Black hole echoes are a proposed signal from a bounce that replaces the singularity, but the framework's own module flags the physics as unfinished.
Gravity Black Hole Echoes From Bounce Black Hole Echo Mechanism Status Not Theor
A machine-checked declaration that separates what is proved about black hole echoes from what remains a quarantined hypothesis.
Gravity Black Hole Echoes From Bounce Black Hole Echoes One Statement
A machine-checked theorem about black hole echoes proves only the mathematics of a model, not that the echoes exist.
Gravity Black Hole Echoes From Bounce Bounce Radius Strict Mono
A black hole's classical singularity may be replaced by a bounce, and the size of that bounce grows in strict steps as collapse deepens.
Gravity Black Hole Echoes From Bounce Cumulative Echo Amplitude Pos
A machine-checked proof shows that a proposed echo train from a bouncing black hole fades geometrically, but the physical bounce itself remains unproven.
Gravity Black Hole Echoes From Bounce Cumulative Echo Amplitude Strictly Decreas
A machine-checked theorem shows that in one proposed model, each successive black hole echo is quieter, but the physics that would produce real echoes remains unfinished.
Gravity Black Hole Echoes From Bounce Echo Damping Ratio Band
The ratio that governs how quickly repeated echoes fade, if such echoes exist at all, sits in a narrow numerical band.
Gravity Black Hole Echoes From Bounce Echo Damping Ratio Lt One
A proved inequality about a model's echo amplitudes, and the explicit line between that algebra and any real observation.
Gravity Black Hole Echoes Si
A machine-checked library converts a speculative black-hole echo model into seconds and meters, while openly marking the physical mechanism as unproven.
Gravity Black Hole Echoes Si Black Hole Echoes Si One Statement
A machine-checked theorem converts a theoretical black-hole echo pattern into SI units, but it does not claim the echoes themselves are real.
Gravity Black Hole Echoes Si Black Hole Echoes Sicert Inhabited
A machine-checked certificate proves that a set of black hole echo formulas can be written in SI units, but it does not prove that real black holes produce echoes.
Gravity Black Hole Echoes Si Bounce Radius Si Strict Mono
A machine-checked theorem proves that a proposed black-hole echo radius grows in strict steps, but it says nothing about whether those echoes exist in nature.
Gravity Black Hole Echoes Si Bounce Radius Si Two Step
A machine-checked library of formal theorems derives a simple scaling rule for a model of black hole bounce radii, and carefully stops short of claiming real echoes exist.
Gravity Black Hole Echoes Si Echo Damping Ratio Si Band
A machine-checked theorem places a dimensionless echo damping ratio between 0.617 and 0.622, a narrow band derived from the golden ratio, without claiming any physical echo exists.
Gravity Black Hole Echoes Si Echo Damping Ratio Si Lt One
A formal proof that a certain echo damping ratio is less than one, and what that does and does not mean for real black holes.
Gravity Black Hole Echoes Si Echo Delay Si Eq Planck Time Form
A formal theorem rewrites a black-hole echo delay in seconds as a simple multiple of the Planck time, but it does not yet predict an observable signal.
Gravity Black Hole Echoes Si Planck Length Si Eq Planck Time Mul C
A machine-checked proof shows the Planck length equals the Planck time times the speed of light, a dimensional identity that lets a formal model of black hole echoes speak in meter
Gravity Black Hole Entropy From Ledger
Black hole entropy, the area law that ties gravity to thermodynamics, emerges in a discrete ledger model with a specific quantum correction term.
Gravity Black Hole Entropy From Ledger Black Hole Entropy One Statement
Black hole entropy is a measure of the information hidden behind a horizon, and a new theorem recovers its leading term from a discrete counting rule.
Gravity Black Hole Entropy From Ledger C Rs Neg
The leading-log correction to black-hole entropy is negative, a fact a machine-checked proof establishes from a discrete ledger model.
Gravity Black Hole Entropy From Ledger C Rs Neq Lqg
Black-hole entropy has a correction term beyond the famous area law; Recognition Science derives a specific value for it and proves that value differs from a rival theory's.
Gravity Black Hole Entropy From Ledger C Rs Neq String
Black-hole entropy carries a correction term whose coefficient may distinguish rival quantum theories of gravity; one candidate value is now proved distinct.
Gravity Black Hole Entropy From Ledger Log Phi Lt One
A single numerical fact about the golden ratio, that its natural logarithm is less than one, becomes the wedge that separates one theory of black-hole entropy from its rivals.
Gravity Black Hole Entropy From Ledger S Lead Eq Bh
Black holes carry entropy proportional to their event horizon area; one framework recovers the leading term from a discrete counting ledger.
Gravity Black Hole Entropy Si
Black hole entropy is the amount of disorder a black hole stores, and its leading formula is now written in ordinary SI units within a machine-checked framework.
Gravity Black Hole Entropy Si Black Hole Entropy Si One Statement
A single theorem packages the standard black-hole entropy formula in SI units and sharpens the framework's distinction from rival quantum-gravity theories.
Gravity Black Hole Entropy Si C Rs Gt Neg Quarter
A single number, about minus one quarter, separates one quantum theory of black holes from its rivals, and a machine-checked proof forces the result.
Gravity Black Hole Entropy Si C Rs Lqg Margin Abs
A theorem in the Recognition Science library proves a sharp numerical gap between its prediction for a quantum correction to black-hole entropy and the prediction of loop quantum g
Gravity Black Hole Entropy Si C Rs String Margin Abs
A machine-checked theorem gives a strict numerical lower bound separating a predicted quantum-gravity correction from a competing theory's value.
Gravity Black Hole Entropy Si S Bh Si Eq S Lead Via Bridge
A machine-checked theorem connects black-hole entropy in SI units to a dimensionless framework quantity, with no free parameters.
Gravity Black Hole Entropy Si S Bh Si Mass Eq S Bh Si
Black hole entropy can be written using mass or area; a machine-checked proof shows the two formulas agree exactly.
Gravity Black Hole Horizon States
Black hole entropy, the famous A/4, emerges here by counting the discrete states a horizon can hold, one qubit per Planck patch.
Gravity Black Hole Horizon States Horizon Patch Count Pos
A black hole horizon of area A carries A/4 patches, each holding two microstates, giving 2^(A/4) horizon states.
Gravity Black Hole Horizon States Log Phi Lt Half
A single inequality about the golden ratio pins down the leading quantum correction to black hole entropy, separating one theory from its rivals.
Gravity Black Hole Horizon States Log Phi Pos
A tiny formal lemma about the golden ratio's logarithm anchors a much larger claim about black hole entropy corrections.
Gravity Black Hole Horizon States N Horizon Pos
A black hole horizon can be counted as a finite number of discrete patches, each holding two possible states, and that count is always positive.
Gravity Black Hole Horizon States N Horizon Succ Patch
A black hole horizon's quantum states double every time its area grows by four Planck units, a discrete counting rule.
Gravity Black Hole Horizon States S Lead Eq Log2 N Horizon
A black hole's entropy may come from counting the discrete states its horizon can hold, and a machine-checked theorem now ties that count to the famous area law.
Gravity Btfremergence
The baryonic Tully-Fisher relation emerges in Recognition Science from the same modified gravity law that governs rotation curves, with a deep-regime exponent of exactly 4.
Gravity Caldeira Leggett
A tool from quantum optics now models how gravity might respond to matter with memory, not just instant pull.
Gravity Caldeira Leggett Cl Action Gives Transfer Function
The Caldeira-Leggett action is a standard tool for describing friction in quantum systems; this declaration marks where a gravitational adaptation would prove its central claim, an
Gravity Caldeira Leggett Coupling From Spectral
A single formula in the framework's library links a bath's spectral density to the coupling strength, but it is a definition, not a derivation.
Gravity Caldeira Leggett Debye Spectral Nonneg
A machine-checked proof that a standard model of dissipative gravity never lets a bath of oscillators carry negative energy, and the narrow scope of that result.
Gravity Caldeira Leggett Response At Zero
A small theorem about a dissipative system's response at zero frequency clarifies the meaning of a parameter in the Caldeira-Leggett model of friction.