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Quantum Invariants: A Study Of Knots, 3-manifolds, And Their Sets

• Authors : Tomotada Ohtsuki

Subjects: Mathematical physics; Knot theory; Quantum field theoryMATHEMATICS / Topology; SCIENCE / Physics / Mathematical & Computational

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Surgery formulas for Seiberg-Witten invariants and family Seiberg-Witten invariants

• Authors : Qiu, Haochen

Subjects: Mathematics - Geometric Topology

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Conjugation, loop and closure invariants of the iterated-integrals signature

• Authors : Diehl, Joscha; Preiß, Rosa; Reizenstein, Jeremy

Subjects: Mathematics - Rings and Algebras; Mathematics - Commutative Algebra; Mathematics - Combinatorics

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On skein invariants

• Authors : Nikonov, Igor

Subjects: Mathematics - Geometric Topology; 57K10, 57K12, 57K31

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Topological invariants of vortices, merons, skyrmions, and their combinations in continuous and discrete systems

• Authors : Rybakov, Filipp N.; Eriksson, Olle; Kiselev, Nikolai S.

Subjects: Condensed Matter - Mesoscale and Nanoscale Physics

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Local unitarty equivalence and entanglement by Bargmann invariants

• Authors : Zhang, Lin; Xie, Bing; Tao, Yuanhong

Subjects: Quantum Physics; Mathematical Physics; Mathematics - Functional Analysis

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Asymptotic formulae for Iwasawa Invariants of Mazur--Tate elements of elliptic curves

• Authors : Lei, Antonio; Pollack, Robert; Pratap, Naman

Subjects: Mathematics - Number Theory

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Narayana numbers in 'explicit sufficient invariants for an interacting particle system ( by Itoh, Mallows, and Shepp)'

• Authors : Itoh, Yoshiaki

Subjects: Nonlinear Sciences - Exactly Solvable and Integrable Systems; Mathematics - Probability

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Algebraic Tools for Computing Polynomial Loop Invariants (Extended Version)

• Authors : Bayarmagnai, Erdenebayar; Mohammadi, Fatemeh; Prébet, Rémi

Subjects: Computer Science - Symbolic Computation; Computer Science - Programming Languages; Mathematics - Algebraic Geometry

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Invariants: Computation and Applications

• Authors : Kogan, Irina A.

Subjects: Computer Science - Symbolic Computation; 13A50, 14L24, 53A55; I.1.2

• Source: ISSAC '23: Proceedings of the 2023 International Symposium on Symbolic and Algebraic Computation, Pages 31 - 40

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