國立虎尾科技大學 |

numerical optimization

applied stochastic control of jump d...

applied stochastic control of jump diffusions

comprehensive mathematics for comput...

comprehensive mathematics for computer scientists 2

first course in harmonic analysis

taste of topology

lattices and ordered algebraic struc...

lattices and ordered algebraic structures

applied stochastic control of jump d...

applied stochastic control of jump diffusions

analysis ii

complex geometry

from vectors to tensors

dynamical systems

frontiers of numerical analysis

mathematical modeling for the life s...

mathematical modeling for the life sciences

complex analysis

course in credibility theory and its...

course in credibility theory and its applications

postmodern analysis

riemannian geometry and geometric an...

riemannian geometry and geometric analysis

introduction to manifolds

probability theory

isomonodromic deformations and frobe...

isomonodromic deformations and frobenius manifolds

algebraic geometry

course on mathematical logic

1-2-3 of modular forms

statistics of financial markets

partial differential equations in ac...

partial differential equations in action from modelling to theory

lectures on advances in combinatorics

riemannian geometry and geometric an...

riemannian geometry and geometric analysis

aspects of brownian motion

tools for computational finance /

complex analysis

introduction to siegel modular forms...

introduction to siegel modular forms and dirichlet series

holomorphic function theory in sever...

holomorphic function theory in several variables

introduction to manifolds

non-commutative gelfand theories

geodesic and horocyclic trajectories

local bifurcations, center manifolds...

local bifurcations, center manifolds, and normal forms in infinite-dimensional dynamical systems

statistics of financial markets

points and lines

semilinear elliptic equations for be...

semilinear elliptic equations for beginners

discrete mathematics

singularities of integrals

riemannian geometry and geometric an...

riemannian geometry and geometric analysis

introduction to homotopy theory

markov decision processes with appli...

markov decision processes with applications to finance

complex analysis 2

introduction to homological algebra

course on finite groups

number theory

mathematical analysis i

matrix theory

mathematical logic and model theory

graphs and cubes

arithmetics

linear chaos

invitation to morse theory

mathematical concepts of quantum mec...

mathematical concepts of quantum mechanics

hamiltonian structures and generatin...

hamiltonian structures and generating families

malliavin calculus for levy processe...

malliavin calculus for levy processes with applications to finance

catalan's conjecture

textbook of graph theory

calculus on normed vector spaces

arithmetic tales

representation theory of finite groups

knots and primes

polynomial approach to linear algebra

spectra of graphs

linear algebra and linear models

functional spaces for the theory of ...

functional spaces for the theory of elliptic partial differential equations

algebraic geometry over the complex ...

algebraic geometry over the complex numbers

partial differential equations.

tools for computational finance

vector analysis versus vector calculus

ergodic theory, hyperbolic dynamics ...

ergodic theory, hyperbolic dynamics and dimension theory

using the borsuk-ulam theorem

calculus of variations

logic and structure

non-life insurance mathematics

taste of jordan algebras

theory of finite groups

class field theory

ordinary and partial differential eq...

ordinary and partial differential equations

galois theory

course in formal languages, automata...

course in formal languages, automata and groups

proof theory

principles of harmonic analysis

elementary number theory, cryptograp...

elementary number theory, cryptography and codes

introduction to nonlinear dispersive...

introduction to nonlinear dispersive equations

non-life insurance mathematics

tools for computational finance

potential theory

introduction to ordinary differentia...

introduction to ordinary differential equations

functional analysis, sobolev spaces ...

functional analysis, sobolev spaces and partial differential equations /

probability theory

topological methods in the study of ...

topological methods in the study of boundary value problems

morse theory and floer homology

fluctuations of levy processes with ...

fluctuations of levy processes with applications

mathematical methods in biology and ...

mathematical methods in biology and neurobiology

introduction to matrix analysis and ...

introduction to matrix analysis and applications

introduction to nonlinear dispersive...

introduction to nonlinear dispersive equations

invitation to general algebra and un...

invitation to general algebra and universal constructions

statistics of financial markets

queues and levy fluctuation theory

stochastic partial differential equa...

stochastic partial differential equations

analysis and geometry of hardy's ine...

analysis and geometry of hardy's inequality

dynamics of quasi-stable dissipative...

dynamics of quasi-stable dissipative systems

measures of symmetry for convex sets...

measures of symmetry for convex sets and stability

mathematical analysis i

course in topological combinatorics

logic and structure

algebraic geometry and commutative a...

algebraic geometry and commutative algebra

dynamical systems

informal introduction to stochastic ...

informal introduction to stochastic processes with maple

polyhedral and algebraic methods in ...

polyhedral and algebraic methods in computational geometry

course on mathematical logic

statistics of financial markets

measure, integral, derivative

real analysis

probability theory

algebraic theory of quadratic numbers

distributions, partial differential ...

distributions, partial differential equations, and harmonic analysis

spectrum of hyperbolic surfaces

mathematical analysis ii

surfaces in classical geometries

fixed-point farrago

lectures on functional analysis and ...

lectures on functional analysis and the lebesgue integral

approximation methods in probability...

approximation methods in probability theory

fundamentals and advanced techniques...

fundamentals and advanced techniques in derivatives hedging

linear functional analysis

stochastic analysis for finance with...

stochastic analysis for finance with simulations

fundamentals of functional analysis

ergodic theory and dynamical systems

analysis

representation theory of finite monoids

dynamic optimization

introduction to partial differential...

introduction to partial differential equations

basic course in probability theory

hyperplane arrangements

introduction to the theory of lie groups

riemannian geometry and geometric an...

riemannian geometry and geometric analysis

stochastic calculus

mathematical gauge theory

geometric group theory

stochastic partial differential equa...

stochastic partial differential equations

nevanlinna theory, normal families, ...

nevanlinna theory, normal families, and algebraic differential equations

tools for computational finance

geometric invariant theory

discrete stochastic processes and ap...

discrete stochastic processes and applications

nonlinear elliptic partial different...

nonlinear elliptic partial differential equations

functional analysis

calculus of variations

numerical probability

number fields

course in functional analysis and me...

course in functional analysis and measure theory

introduction to stochastic finance

monomial ideals and their decompositions

journey through representation theory

distributions, partial differential ...

distributions, partial differential equations, and harmonic analysis

statistics of financial markets :

applied stochastic control of jump d...

applied stochastic control of jump diffusions

convex and stochastic optimization

statistics of financial markets

submanifold theory

stochastic modeling

stochastic partial differential equa...

stochastic partial differential equations: an introduction

principal bundles

analysis and geometry of hardy's ine...

analysis and geometry of hardy's inequality

dynamics of quasi-stable dissipative...

dynamics of quasi-stable dissipative systems

mathematical analysis i

introduction to nonlinear dispersive...

introduction to nonlinear dispersive equations

analysis iv

fundamentals of hopf algebras

topological dimension and dynamical ...

topological dimension and dynamical systems

statistics of financial markets

queues and lévy fluctuation theory

analysis iii

measures of symmetry for convex sets...

measures of symmetry for convex sets and stability

principal bundles

mathematics of networks of linear sy...

mathematics of networks of linear systems

invitation to general algebra and un...

invitation to general algebra and universal constructions

linear functional analysis

ergodic theory and dynamical systems

lectures on functional analysis and ...

lectures on functional analysis and the lebesgue integral

mathematical analysis ii

fundamentals and advanced techniques...

fundamentals and advanced techniques in derivatives hedging

introduction to partial differential...

introduction to partial differential equations

surfaces in classical geometries

stochastic analysis for finance with...

stochastic analysis for finance with simulations

dynamic optimization

analysis

fundamentals of functional analysis

fixed-point farrago

approximation methods in probability...

approximation methods in probability theory

spectrum of hyperbolic surfaces

basic course in probability theory

representation theory of finite monoids

introduction to stochastic finance

discrete stochastic processes and ap...

discrete stochastic processes and applications

nonlinear elliptic partial different...

nonlinear elliptic partial differential equations

numerical probability

number fields

distributions, partial differential ...

distributions, partial differential equations, and harmonic analysis

monomial ideals and their decompositions

journey through representation theory

functional analysis

calculus of variations

course in functional analysis and me...

course in functional analysis and measure theory

functional analysis for the applied ...

functional analysis for the applied sciences

submanifold theory

representation theory of finite grou...

representation theory of finite groups: a guidebook

jump sdes and the study of their den...

jump sdes and the study of their densities

applied stochastic control of jump d...

applied stochastic control of jump diffusions

mathematical foundations of game theory

statistics of financial markets

convex and stochastic optimization

algebraic curves, the brill and noet...

algebraic curves, the brill and noether way

notes on geometry and arithmetic

mathematical concepts of quantum mec...

mathematical concepts of quantum mechanics

spectral and scattering theory for o...

spectral and scattering theory for ordinary differential equations

on the theory of maass wave forms

course on rough paths

probability theory

probability theory and stochastic pr...

probability theory and stochastic processes

course on tug-of-war games with rand...

course on tug-of-war games with random noise

p-adic numbers

galois cohomology and class field theory

arithmetic tales

tools and problems in partial differ...

tools and problems in partial differential equations

(mostly) commutative algebra

real analysis: foundations

topological, differential and confor...

topological, differential and conformal geometry of surfaces

around the unit circle

introduction to isospectrality

real algebra

markov chains on metric spaces

cryptography for secure encryption

groups and symmetries

algebraic geometry and commutative algebra

bilinear maps and tensor products in operator theory

first course in category theory

course in the calculus of variations

probability

Universitext