#
Undergraduate texts in mathematics
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The series ** Undergraduate texts in mathematics** represents a set of related resources, especially of a specified kind, found in **University of Missouri Libraries**.

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Undergraduate texts in mathematics
Resource Information

The series

**Undergraduate texts in mathematics**represents a set of related resources, especially of a specified kind, found in**University of Missouri Libraries**.- Label
- Undergraduate texts in mathematics

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- Undergraduate texts in mathematics, Readings in mathematics
- A Pythagorean introduction to number theory : right triangles, sums of squares, and arithmetic
- A brief on tensor analysis
- A concrete introduction to higher algebra
- A concrete introduction to higher algebra
- A concrete introduction to higher algebra
- A course in calculus and real analysis
- A course in multivariable calculus and analysis
- A course in multivariable calculus and analysis
- A course in point set topology
- A course in point set topology
- A field guide to algebra
- A field guide to algebra
- A first course in analysis
- A first course in calculus
- A first course in differential equations
- A first course in differential equations
- A first course in real analysis
- A first course in real analysis
- A first course in real analysis
- A first course in the mathematical foundations of thermodynamics
- A readable introduction to real mathematics
- Advanced calculus : a geometric view
- Advanced calculus : a geometric view
- Algebraic combinatorics : walks, trees, tableaux, and more
- An introduction to difference equations
- An introduction to difference equations
- An introduction to difference equations
- An introduction to mathematical cryptography
- An introduction to mathematical cryptography
- An introduction to mathematical cryptography
- An introduction to probabilistic modeling
- An introduction to wavelets through linear algebra
- An invitation to abstract mathematics
- Applied abstract algebra
- Applied linear algebra and matrix analysis
- Applied linear algebra and matrix analysis
- Applied partial differential equations
- Basic elements of real analysis
- Basic topology
- Beginning functional analysis
- Calculus of several variables
- Calculus with applications
- Calculus with applications
- Calculus with applications and computing
- Combinatorial optimization for undergraduates
- Combinatorics and graph theory
- Combinatorics and graph theory
- Complex analysis
- Complex analysis
- Complex analysis
- Complex analysis with applications
- Computing the continuous discretely : integer-point enumeration in polyhedra
- Computing the continuous discretely : integer-point enumeration in polyhedra
- Conics and cubics : a concrete introduction to algebraic curves
- Conics and cubics : a concrete introduction to algebraic curves
- Conics and cubics : a concrete introduction to algebraic curves
- Constructive combinatorics
- Counting : the art of enumerative combinatorics
- Difference equations : from rabbits to chaos
- Difference equations : from rabbits to chaos
- Differential equations : an introduction with Mathematica
- Discrete mathematics : elementary and beyond
- Dynamic topology
- Elementary analysis : the theory of calculus
- Elementary analysis : the theory of calculus
- Elementary analysis : the theory of calculus
- Elementary number theory : primes, congruences, and secrets
- Elementary number theory : primes, congruences, and secrets
- Elementary probability theory : with stochastic processes and an introduction to mathematical finance
- Elementary probability theory with stochastic processes
- Elementary probability theory with stochastic processes
- Elementary stability and bifurcation theory
- Elementary stability and bifurcation theory
- Elementary topics in differential geometry
- Elements of algebra : geometry, numbers, equations
- Elements of number theory
- Explorations in Monte Carlo methods
- First steps in differential geometry : Riemannian, contact, symplectic
- First steps in differential geometry : Riemannian, contact, symplectic
- From Fermat to Minkowski : lectures on the theory of numbers and its historical development
- Functions of several variables
- General topology
- Geometry : Euclid and beyond
- Geometry, a metric approach with models
- Geometry, a metric approach with models
- Groups and symmetry
- Ideals, varieties, and algorithms : an introduction to computational algebraic geometry and commutative algebra
- Ideals, varieties, and algorithms : an introduction to computational algebraic geometry and commutative algebra
- Ideals, varieties, and algorithms : an introduction to computational algebraic geometry and commutative algebra
- Intermediate real analysis
- Introduction to analytic number theory
- Introduction to boolean algebras
- Introduction to calculus and classical analysis
- Introduction to calculus and classical analysis
- Introduction to calculus and classical analysis
- Introduction to cryptography
- Introduction to cryptography
- Introduction to mathematical logic : set theory, compatible functions, model theory
- Introduction to mathematical structures and proofs
- Introduction to optimal control theory
- Introduction to partial differential equations
- Introduction to partial differential equations
- Introduction to the mathematics of finance : arbitrage and option pricing
- Join geometries : a theory of convex sets and linear geometry
- Limits : a new approach to real analysis
- Linear algebra
- Linear algebra
- Linear algebra
- Linear algebra
- Linear algebra
- Linear algebra : an introductory approach
- Linear algebra done right
- Linear algebra done right
- Linear algebra through geometry
- Linear optimization : the simplex workbook
- Linearity, symmetry, and prediction in the hydrogen atom
- Linearity, symmetry, and prediction in the hydrogen atom
- Mathematical analysis : an introduction
- Mathematical biology : an introduction with Maple and Matlab
- Mathematical biology : an introduction with Maple and Matlab
- Mathematical logic
- Mathematics and its history
- Mathematics and its history
- Measure, topology, and fractal geometry
- Measure, topology, and fractal geometry
- Measure, topology, and fractal geometry
- Methods of mathematical economics : linear and nonlinear programming : fixed points theorems
- More calculus of a single variable
- More calculus of a single variable
- Naive lie theory
- Naive lie theory
- Notes on set theory
- Notes on set theory
- Optimization techniques : an introduction
- Ordinary differential equations
- Ordinary differential equations
- Practical analysis in one variable
- Primer of modern analysis : directions for knowing all dark things, Rhind papyrus, 1800 B.C.
- Proofs and fundamentals : a first course in abstract mathematics
- Rational points on elliptic curves
- Reading, writing, and proving : a closer look at mathematics
- Real analysis and applications : theory in practice
- Real analysis and applications : theory in practice
- Real analysis via sequences and series
- Real and convex analysis
- Real and convex analysis
- Real mathematical analysis
- Real mathematical analysis
- Real numbers : an introduction to set theory and analysis
- The Laplace transform : theory and applications
- The Lebesgue-Stieltjes integral : a practical introduction
- The art of proof : basic training for deeper mathematics
- The foundations of geometry and the non-Euclidean plane
- The four pillars of geometry
- The fundamental theorem of algebra
- The geometry of spacetime : an introduction to special and general relativity
- The real numbers : an introduction to set theory and analysis
- Topics in the theory of numbers
- Topological and uniform spaces
- Topological spaces : from distance to neighborhood
- Topology
- Topology of surfaces
- Transformation geometry : an introduction to symmetry
- Undergraduate algebra
- Understanding analysis
- Understanding analysis
- Variational calculus with elementary convexity
- Vector analysis

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