Properties of information transfers

To see the basic properties of all the fundamental information transfers in a single place, see the poster with periodic table.

Choose a property:

Mapping fundamental interactions onto fundamental information transfers Force on particles A and B (force type) Minimal full theory for two point-like particles: vector, 2nd-rank tensor, distribution q-diagram of the information transfer Animation of the information transfer Entanglements Entanglement use in 4 events Self-entanglement and outgoing entanglement for A, B, and M Local actions in 4 events + Local transfers: fully, informationally, not local Action of mediator M in 3 events (prefers co-local actions over entanglement actions) Action of mediator M in 3 events (prefers entanglement actions over co-local actions) Is particle R̅ known before it is affected by the transfer? What is the relation between particle A and B? Realistic transfers Instant transfers: fully, informationally, not instant Parameter variants - sq × sv Parameter sq - orientation of information taken from A at τA Parameter sv - orientation of velocity of mediator at τA Probability of finishing time phases Is the force on particle A and B the same (only with the opposite direction)? Is particle B affected by mediator M locally? Is the mediator virtual or real? Is the speed of the mediator measurable by initiation of the transfer and/or changes on the particles? Does the transfer contain a double interaction? Does the transfer requires another transfer to work? How many mediatorinos does a mediator contain in each time phase? How many regimes does the information transfer have? Order of events at τ0, τS, τA, τB, τT, and τE Zero force conditions Exchange A and B Reverse time + exchange A and B Ordinary transfer of self-transfer? T = S or T ≠ S? S = ? R = ? τ0 = τA or τ0 < τA? τA = τB or τA < τB? τB = τE or τB < τE? Python code using Manim to animate the transfer Original naming convention of information transfers (used between 2014 and 2018)   (List of properties)

periodic table				τ0 = τA				τ0 < τA
				τA = τB		τA < τB		τA = τB		τA < τB
				τB = τE	τB < τE	τB = τE	τB < τE	τB = τE	τB < τE	τB = τE	τB < τE
A ≠ B	T = S̅	S = A	R = A	I0:	I1:	I2: universal gravity	I3:	I4: universal electromagnetic scattering	I5:	I6: universal weak decay	I7:
			R = B	I8:	I9:	I10: non-universal gravity	I11:	I12: non-universal electromagnetic scattering	I13:	I14: non-universal weak decay	I15:
		S = B	R = A	I16:	I17:	I18:	I19:	I20:	I21: symmetric strong scattering	I22:	I23: symmetric strong scattering
			R = B	I24:	I25:	I26:	I27:	I28:	I29: symmetric strong scattering	I30:	I31: symmetric strong scattering
	T = S	S = A	R = A	I32:	I33:	I34:	I35:	I36:	I37:	I38: non-universal weak decay	I39:
			R = B	I40:	I41:	I42:	I43:	I44:	I45:	I46: non-universal weak decay	I47:
		S = B	R = A	I48:	I49:	I50:	I51:	I52:	I53: symmetric strong scattering	I54:	I55: symmetric strong scattering
			R = B	I56:	I57:	I58:	I59:	I60:	I61: symmetric strong scattering	I62:	I63: symmetric strong scattering
A = B	R = S = T = A			I64:	I65:	I66:	I67:	I68:	I69:	I70: universal weak decay	I71:

Property info:

Which fundamental information transfers represent which fundamental interaction?

Property values:

■ universal gravity (see mapping onto the information transfers)
■ non-universal gravity
■ universal electromagnetic interaction (see mapping onto the information transfers)
■ non-universal electromagnetic interaction
■ universal weak decay (see mapping onto the information transfers)
■ non-universal weak decay (see mapping onto the information transfers)
■ symmetric strong interaction (see mapping onto the information transfers)
■ unpublished, or unknown

Property derivation:

The way the fundamental interactions where mapped onto information transfers can be seen here.

Property testability:

No detailed information about the testability of this property is available here so far. Please, check it later, or contact me for changing the priority of the task.

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© 2021-2025 Jiri Voltr,    last update 2024-05-05.