國立虎尾科技大學 |

operator semigroups meet complex ana...

operator semigroups meet complex analysis, harmonic analysis and mathematical physics

new trends in the theory of hyperbol...

new trends in the theory of hyperbolic equations

operator theory, analysis and the st...

operator theory, analysis and the state space approach

covariant schrodinger semigroups on ...

covariant schrodinger semigroups on riemannian manifolds

spectral theory and mathematical physics

operator theory, analysis and the st...

operator theory, analysis and the state space approach

discrete and continuous models in th...

discrete and continuous models in the theory of networks

operator algebras, toeplitz operator...

operator algebras, toeplitz operators and related topics

integral equations with difference k...

integral equations with difference kernels on finite intervals

evolutionary equations

quantization, pdes, and geometry

operator algebras and mathematical p...

operator algebras and mathematical physics

factorization of matrix and operator...

factorization of matrix and operator functions: the state space method

slice hyperholomorphic schur analysis

nonlinear parabolic-hyperbolic coupl...

nonlinear parabolic-hyperbolic coupled systems and their attractors

algebraic methods in functional analysis

operator semigroups meet complex ana...

operator semigroups meet complex analysis, harmonic analysis and mathematical physics

toeplitz operators and random matrices

advances in structured operator theo...

advances in structured operator theory and related areas

diversity and beauty of applied oper...

diversity and beauty of applied operator theory

multivariate prediction, de branges ...

multivariate prediction, de branges spaces, and related extension and inverse problems

diversity and beauty of applied oper...

diversity and beauty of applied operator theory

operator theory, operator algebras, ...

operator theory, operator algebras, and matrix theory

integral operators in non-standard f...

integral operators in non-standard function spaces

slice hyperholomorphic schur analysis

method of rigged spaces in singular ...

method of rigged spaces in singular perturbation theory of self-adjoint operators

spectral theory and mathematical physics

from complex analysis to operator theory - a panorama

operator algebras and mathematical p...

operator algebras and mathematical physics

quaternionic hilbert spaces and slice hyperholomorphic functions

50 years with hardy spaces

exponentially dichotomous operators ...

exponentially dichotomous operators and applications

gibbs semigroups

spectral theory of operator pencils,...

spectral theory of operator pencils, hermite-biehler functions, and their applications

method of rigged spaces in singular ...

method of rigged spaces in singular perturbation theory of self-adjoint operators

large truncated toeplitz matrices, t...

large truncated toeplitz matrices, toeplitz operators, and related topics

operator theory, functional analysis...

operator theory, functional analysis and applications

positive operator semigroups

spectral theory on the s-spectrum fo...

spectral theory on the s-spectrum for quaternionic operators

spectral theory on the s-spectrum fo...

spectral theory on the s-spectrum for quaternionic operators

recent trends in operator theory and...

recent trends in operator theory and partial differential equations

50 years with hardy spaces

integral operators in non-standard f...

integral operators in non-standard function spaces

completeness theorems and characteristic matrix functions

operator theory, operator algebras, ...

operator theory, operator algebras, and matrix theory

from operator theory to orthogonal p...

from operator theory to orthogonal polynomials, combinatorics, and number theory

operators, semigroups, algebras and function theory

multivariate prediction, de branges ...

multivariate prediction, de branges spaces, and related extension and inverse problems

elliptic theory and noncommutative g...

elliptic theory and noncommutative geometry

integral operators in non-standard f...

integral operators in non-standard function spaces.

separable type representations of ma...

separable type representations of matrices and fast algorithms.

quaternionic closed operators, fract...

quaternionic closed operators, fractional powers and fractional diffusion processes

polyanalytic type function spaces

analytic inequalities and their appl...

analytic inequalities and their applications in pdes

noncommutative analysis, operator th...

noncommutative analysis, operator theory and applications

direct and inverse finite-dimensiona...

direct and inverse finite-dimensional spectral problems on graphs

interpolation and realization theory...

interpolation and realization theory with applications to control theory

quaternionic closed operators, fract...

quaternionic closed operators, fractional powers and fractional diffusion processes

integral operators in non-standard function spaces.

operator theory in different setting...

operator theory in different settings and related applications

operator theory, function spaces, an...

operator theory, function spaces, and applications

integral operators in non-standard f...

integral operators in non-standard function spaces.

representations of linear operators ...

representations of linear operators between banach spaces

elliptic theory and noncommutative g...

elliptic theory and noncommutative geometry

analysis as a tool in mathematical p...

analysis as a tool in mathematical physics

operator theory, operator algebras a...

operator theory, operator algebras and their interactions with geometry and topology

separable type representations of ma...

separable type representations of matrices and fast algorithms.

analysis without borders

operator theory, function spaces, an...

operator theory, function spaces, and applications

operator theory in different setting...

operator theory in different settings and related applications

generalized functions and fourier an...

generalized functions and fourier analysis

Operator theory: advances and applications,