archive
Every paper Pith has read. Search by title, abstract, or pith.
425 papers in math.RA · page 1
-
*-polynomial images on 2x2 matrices with involution are subspaces or span all
Images of polynomials with involution on $2\times 2$ matrices
-
Rota-Baxter deforms vertex algebra yielding 2-cocycle
Rota--Baxter operators on vertex algebras in integrated $\lambda$-bracket formalism and their associated 2-cocycles
-
Double quasi-Poisson brackets induce Poisson structures on BCD varieties
Quasi-Poisson varieties from double quasi-Poisson algebras in types $B,C,D$
-
Explicit formulas for subalgebra zeta functions of Heisenberg groups
Symplectic lattice counting and zeta functions of higher Heisenberg groups
-
Maximal subalgebras of rank ≤ n in W_n(K) are simple
Maximal subalgebras of the Lie algebra $W_n(\mathbb{K})$
-
Graded fundamental theorems extend to fermionic matrix tuples
Fermionic matrices and super Cayley--Hamilton algebras
-
Matrix rings never satisfy the weakly Delta U condition
A Generalization of $\Delta$U Rings
-
Matrix rational series create self-similar tilings in any dimension
On the self-similarity of rational power series with matrix coefficients
-
Commuting graphs of small rings have explicit MSN energies
Minimum second neighborhood degree energy of commuting graphs of finite rings
-
Obstruction class decides when post-Lie algebra comes from Rota-Baxter
Inner post-Lie algebras and inner post-groups
-
Every pseudo-Euclidean Novikov superalgebra is Milnor or double-extended from one
Pseudo-Euclidean Novikov Superalgebras: Structure and Properties
-
Sigma-derivations on quantum plane split into inner plus explicit non-inner families
Isotropy Groups of $\sigma$-Derivations on the Quantum Plane
-
Tensor algebra recovers angular-momentum rules from molecules alone
Group-Algebraic Tensors: Provably-optimal Equivariant Learning and Physical Symmetry Discovery
-
Smallest zeta pole governs p-adic subalgebra counts in nilpotent algebras
$p$-Adic Asymptotic Subalgebra Enumeration
-
Central idempotents in graded rings have finite support
Central idempotents in group-graded rings
-
Nondegenerate rank-metric codes map to hyperplane systems
The geometry of rank-metric codes
-
Linear algebra proves restricted sumset bound
Linear Algebraic Method and the Erd\H{o}s-Heilbronn Conjecture
-
Two conditions classify all images of Lie polynomials
Images of Lie Polynomials on simple Lie algebras
-
2-generated Monster type axial algebras fully classified
The Classification of the 2-generated Primitive Axial Algebras of Monster Type
5 Piths -
Differential operators on nodal curve lack bialgebroid structure
The Ring of Differential Operators on a Nodal Curve is not a Bialgebroid
-
Integral planes recover E8 sums and block rank-eight golden orders
Integral Planes and Unit-Norm Polytopes
-
Weakly Noetherian Lie algebras obey strict structural limits
Weakly Noetherian Lie Algebra and the Sierra-Walton Conjecture
-
Real Gelfand order models principal block for SL2(R) modules
Representation theory of the real Gelfand order and real Harish-Chandra modules for $\mathsf{SL}_2(\mathbbm{R})$
-
Trace condition settles separability for groupoid-graded ring quotients
Separability for relative extensions of object unital strongly groupoid graded rings
-
Zero-divisor graph invariants computed for F_p ring quotient
On Zero-Divisor Graph of the Ring $\frac{\mathbb{F}_p[u, v]}{\langle u^2,\, v^2, \, uv-vu\rangle}$
-
Transposed Poisson structures on rank-(1+1) superalgebras are determined
On transposed Poisson conformal superalgebras
-
Coupled double Poisson brackets match wheeled ones exactly
Coupled double Poisson brackets
-
Quantum tower attack breaks ML-KEM-1024 and related schemes
Module Lattice Security (Part IV): Probabilistic Polynomial Quantum Attack on Module-LWE over 2-Power Cyclotomics
-
C4-free graphs get SNT-rank algorithm from star cover optimization
Optimization problem for star covers of graphs without four cycles
-
Construction yields infinitely many modular lattices with complementation
Varieties and quasivarieties of lattices with complementation
-
Dirichlet theorem reduces to Euclid theorem in n-ary elliptic rings
n-ary elliptic groups, rings, and primes in arithmetic progressions
-
Grading condition proves finite generation of cluster automorphism groups
Are cluster automorphism groups finitely generated?
-
Skew constacyclic codes reduce to skew polycyclic ideals via central factors
Skew Constacyclic Codes Of Length $np^s$ over $ \frac{\mathbb{F}_{p^m}[u]}{\langle u^k \rangle}
-
Finitely generated vertex algebras have affine automorphism groups
Representability of the automorphism group of finitely generated vertex algebras
-
Octonion order from icosian doubling carries 240-element H4 shell
Non-crystallographic systems of integers over composition algebras
2 Piths -
Soluble p-Lie algebras of finite Morley rank get characterized
On p-Lie algebras of finite Morley rank
-
Cyclic orbits reorganize all Leibniz terms in determinants
ARE Method: Orbital Decompositions and Dihedral Cancellations for Determinants
-
Random mutations make c-vectors sign-coherent with probability 1
Eventual sign coherence
-
Cocommutative Hopf dialgebras yield isomorphic racks from digroups
Cocommutative Hopf Dialgebras and Rack Combinatorics
-
Evolution algebras from expanders meet Alon-Boppana bound
Expander Evolution Algebras
1 Piths -
Weak inverses complete reduced rings to discriminator varieties
A completion of reduced commutative rings
-
Endomorphism rings of uniserial modules admit one-sided trace ideals
Trace ideals and uniserial modules
-
Even restrictions yield explicit groups and monoids of permutations
Groups of permutations that are even on maximal proper subsets, and related monoids
-
Algebra of modulating functions yields orthonormal bases for estimation
Estimation Problems and the Modulating Function Method: The Algebra of Modulating Functions
-
Algebra of modulating functions yields orthonormal estimators
Estimation Problems and the Modulating Function Method: The Algebra of Modulating Functions
-
Uniqueness theorem holds for twisted Steinberg algebras
Uniqueness Theorems for Twisted Steinberg Algebras
-
Min and max sizes of well-balanced subsets found for all simple root systems
Balanced subsets in root systems
-
Jack LR coefficients specialize from novel polynomials
Hidden Structure of Jack Littlewood-Richardson Coefficients
-
Cluster algebra mutations encrypt finite-field messages
A Cryptosystem Using Cluster Algebras
-
Comaximal graph of sl_2(F_q) is connected and non-planar
The comaximal graph of a finite-dimensional Lie algebra