Tag: Limit (mathematics)
Collinear-limit OPEs preserve translation symmetry with sub-leading terms
What the study found The authors find that the leading term in the operator algebra of light-transformed operators is fixed only when sub-leading terms are taken into account. They also derive a scaling dimension and an OPE coefficient for the leading term, and begin a similar study for shadow-transformed graviton correlators. Why the authors say…
Repetition thresholds for rich sequences tend to 2
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in MathematicsWhat the study found The authors verify a conjecture that the repetition threshold for the class of rich sequences over d symbols tends to 2 as d grows. A repetition threshold is the smallest number r such that sequences in the class avoid repetitions with exponent greater than r. Why the authors say this matters…
Ze counting framework yields a Minkowski-like metric
A derivation of Minkowski spacetime geometry from combinatorial dynamics of a binary event counter, with speed of light emerging as structural impedance.
