archive
Every paper Pith has read. Search by title, abstract, or pith.
1707 papers in math-ph · page 36
-
Brjuno-Rüssmann function sets deviation scale for Jacobi determinants
Large Deviation theorems for Dirichlet determinants of analytic quasi-periodic Jacobi operators with Brjuno-R\"ussmann frequency
-
Formula produces unique anti-orthotomic of any frontal
Anti-orthotomics of frontals and their applications
-
Condition on perturbation forces all solutions out of bounded isochronous annulus
Resonance of bounded isochronous oscillators
-
Quasi-modularity holds for twisted Gromov-Witten theory of O(3) over P²
Quasi-modularity and holomorphic anomaly equation for the twisted Gromov-Witten theory: $\mathcal{O}(3)$ over $\mathbb{P}^2$
-
Twist restores self-duality in quantum K-theory only for projective space
Self-duality in quantum K-theory
-
Lie group actions give Poisson brackets beyond the standard ones
On Poisson structures arising from a Lie group action
-
Reciprocal transformations unify distinct integrable PDEs
Reciprocal transformations and their role in the integrability and classification of PDEs
-
SO(4,2) algebra solves SU(3) outer multiplicity
Resolution of SU(3) Outer Multiplicity Problem and the $SU(3)\otimes SU(3)$ Invariant Group $SO(4,2)$
-
Quasicrystals explained by non-periodic tilings of space
Quasicrystals
-
Two proofs of entropy variance formula match in core steps
A note on Bianchi-Don\`a's proof to the variance formula of von Neumann entropy
-
Poincaré generators get explicit Euclidean representations
Relativistic invariance in Euclidean formulations of quantum mechanics
-
Neumann eigenvalue count below first Dirichlet tied to isoperimetric ratio
Isoperimetric relations between Dirichlet and Neumann eigenvalues
-
Multipartite PPT states made arbitrarily far from separable ones
A Class of PPT Entangled States Arbitrary Far From Separable States
-
Langevin dynamics from quantum mechanics outperforms Hamiltonians for large mass ratios
Classical Langevin dynamics derived from quantum mechanics
-
PDE turns ball removal recursion into closed-form probabilities
A story of balls, randomness and PDEs
-
Wysiwyg representations of Thompson groups F and T are irreducible
Irreducibility of the Wysiwyg representations of Thompson's groups
-
Spectral triples derive the Standard Model from geometry
Spectral Noncommutative Geometry, Standard Model and all that
-
Exact mappings link trapped fermions to random matrices
PhD thesis "Extreme value statistics of strongly correlated systems: fermions, random matrices and random walks"
-
Involutive derivation on 3-Lie algebra yields 4n-dimensional Manin triple
Manin triples of 3-Lie algebras induced by involutive derivations
-
Jang equation blowup near MOTS equals -log(tau)/sqrt(lambda)
Blowup rate control for solution of Jang's equation and its application on Penrose inequality
-
Lagrange-Poincaré equations shift to independent coordinates
Transition to the case of "resolved gauge" in the Lagrange-Poincar\'e equations for a mechanical system with symmetry on the total space of a principal fiber bundle whose base is the bundle space of the associated bundle
-
Coulomb gas linear statistics obey sharp sub-Gaussian bounds
Sharp deviation inequalities for the 2D Coulomb gas and Quantum hall states, I
-
Exponential asymptotics predict PT eigenvalues for all ε
Exponential asymptotics for the eigenvalues in the broken PT-symmetric region
-
Coins create stable quantum currents along lattice curves
Engineering stable quantum currents at bulk boundaries
-
Time averages replace initial data for Schrödinger equations
On recovering of solutions of Schr\"odinger equations from their time averages
-
Wave model turns Sturm-Liouville into second-order operator on interval
The wave model of the Sturm-Liouville operator on an interval