Latest Research in Group Theory

899 research papers · 0.0 average citations · 2026 median publication year

Top Research Topics in Group Theory

Highest-Cited Papers

  1. Shift equivalence relations through the lens of C*-correspondences (1 citations)
  2. Compact families of noncompact subgroups and clopen partial orders
  3. The order generated by a column of the SU(n)_k S-matrix is locally a numerical semigroup ring (Part I)
  4. Pandrosion for 𝑝-th Roots
  5. The order generated by a column of the SU(n)_k S-matrix is locally a numerical semigroup ring (Part I)
  6. Identities of two-generated metabelian groups and finite conditions on Laurent ideals
  7. Identities of two-generated metabelian groups and finite conditions on Laurent ideals
  8. Compact families of noncompact subgroups and clopen partial orders
  9. Counting Rational Points on Foliations via Pila-Wilkie Extensions — E8 Intelligence Research
  10. Four Special Directions in AG(2,13): The 52-Point Obstruction and the Sharp Minimum
  11. Positive formulas for q-Zeta numerators of Ferrers-cell posets
  12. The space of decompositions of a continuum
  13. The number of representations of squares by integral quaternary quadratic forms III
  14. Prime-shift operators on Björner's complex of squarefree integers: an exact decomposition of the Mertens invariant, and a corrected analysis of the Toeplitz--Hankel pipeline for the Guinand--Weil explicit formula
  15. Finite-generation obstructions for classes of group isotopes
  16. On the quadratic twist of elliptic curves with full 2-torsion
  17. Prime-shift operators on Björner's complex of squarefree integers: an exact kernel decomposition of the Mertens residual with critical exponent 1/2, rigorous recovery bounds for the Guinand–Weil pipeline, and a structural obstruction to the spectral
  18. Icosahedral Painlevé VI: From Klein Quartic to Genus-7 Maximal Curve — E8 Intelligence Research
  19. Central graphs and intersections of good subnormal subgroups
  20. Positive formulas for q-Zeta numerators of Ferrers-cell posets
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L3 Region - - 2026 Sep Q3

Group Theory

899 papers

Top Topics (10)

Group Theory106
Number Theory94
Combinatorics88
Rings and Algebras78
Commutative Algebra51
Algebraic Geometry44
Representation Theory43
Finite Group Theory Research34
Operator Algebras25
Geometric Topology21

Top Publications (20)

1.Shift equivalence relations through the lens of C*-correspondences1c2.Compact families of noncompact subgroups and clopen partial orders3.The order generated by a column of the SU(n)_k S-matrix is locally a numerical semigroup ring (Part I)4.Pandrosion for 𝑝-th Roots5.The order generated by a column of the SU(n)_k S-matrix is locally a numerical semigroup ring (Part I)6.Identities of two-generated metabelian groups and finite conditions on Laurent ideals7.Identities of two-generated metabelian groups and finite conditions on Laurent ideals8.Compact families of noncompact subgroups and clopen partial orders9.Counting Rational Points on Foliations via Pila-Wilkie Extensions — E8 Intelligence Research10.Four Special Directions in AG(2,13): The 52-Point Obstruction and the Sharp Minimum11.Positive formulas for q-Zeta numerators of Ferrers-cell posets12.The space of decompositions of a continuum13.The number of representations of squares by integral quaternary quadratic forms III14.Prime-shift operators on Björner's complex of squarefree integers: an exact decomposition of the Mertens invariant, and a corrected analysis of the Toeplitz--Hankel pipeline for the Guinand--Weil explicit formula15.Finite-generation obstructions for classes of group isotopes16.On the quadratic twist of elliptic curves with full 2-torsion17.Prime-shift operators on Björner's complex of squarefree integers: an exact kernel decomposition of the Mertens residual with critical exponent 1/2, rigorous recovery bounds for the Guinand–Weil pipeline, and a structural obstruction to the spectral 18.Icosahedral Painlevé VI: From Klein Quartic to Genus-7 Maximal Curve — E8 Intelligence Research19.Central graphs and intersections of good subnormal subgroups20.Positive formulas for q-Zeta numerators of Ferrers-cell posets
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