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- Global Boundedness and Finite-Time Blow-up for a Quasilinear Chemotaxis--May--Nowak System
- Improved Global Boundedness Criteria via Refined Bootstrap Estimates for a Quasilinear Chemotaxis-May-Nowak System
- The closed convex hull of all associative copulas is a Z-set in the family of all bivariate Schur concave copulas, and related results
- Prescribed spectral configurations under rank-one perturbations
- Asymptotic analysis of Dirichlet problems in supercritically perforated domains via quantification by torsional rigidity
- Mixed-norm Herz-type Triebel-Lizorkin spaces
- Ordinary algebras of complex-valued functions
- Multiplicity of weak solutions for mixed variable exponent triharmonic problems with hardy potentials
- Concave entire solutions of the Liouville equation
- Uniform boundary observability for periodic waves, I: up to the ε−1 eigenvalue scale
- Mass concentration and ground states of Fermi systems in Hartree--Fock model with potentials
- Blow-up analysis and compactness for critical Dirac equations on 𝕊n
- Coordinate systems and maximal order complexity in Banach lattices
- Quantum harmonic analysis and the Differential operators on weighted Bergman spaces of bounded symmetric domains
- Noncommutative algebraic sets are not generically nc manifolds
- Orthograph related to mutual (strong) numerical radius orthogonality on operator algebra
- Observability Inequalities for Degenerate Schrödinger Equations via a Shape Approximation Method
- Rigidity of Convex Entire Solutions to Sum Hessian Equations
- Measures of maximal entropy for meromorphic maps on compact Kähler manifolds
- Linear Preservers of Semipositivity and Minimal Semipositivity
- Structure-Preserving Numerical Schemes for a Time-Fractional Porous Medium Equation with Nonlocal Pressure
- Geometric operators and the third problem of Halmos
- A Counterexample to the Holomorphic Cancellation Problem
- Isolated singularities of solutions to the Yamabe equation in higher dimensions I
- A quantitative convergence rate for torsional creep to the distance function as p tends to infinity