@misc
{TN_libero_mab2,
author = {
Corbae, Dean
AND
Stinchcombe, Maxwell B.
AND
Zeman, Juraj
},
title = {
An Introduction to Mathematical Analysis for Economic Theory and Econometrics
},
publisher = {Princeton University Press},
publisher = {},
isbn = {9781400833085},
keywords = {
Business
,
Econometrics
,
Economics, Mathematical
,
Mathematical analysis
,
BUSINESS & ECONOMICS / Econometrics
,
Equivalence class
,
Estimator
,
Existential quantification
,
Finite set
,
Fixed-point theorem
,
Function (mathematics)
,
Hahn–Banach theorem
,
Independence (probability theory)
,
Indicator function
,
Inequality (mathematics)
,
Infimum and supremum
,
Intermediate value theorem
,
Karush–Kuhn–Tucker conditions
,
Law of large numbers
,
Lebesgue measure
,
Limit of a sequence
,
Limit superior and limit inferior
,
Linear algebra
,
Linear function
,
Linear map
,
Linear subspace
,
Loss function
,
Markov chain
,
Mathematical optimization
,
Mathematics
,
Maximal element
,
Measurable function
,
Measure (mathematics)
,
Metric space
,
Monotonic function
,
Normed vector space
,
Null set
,
Open set
,
Optimization problem
,
Parameter
,
Pareto efficiency
,
Partially ordered set
,
Preference (economics)
,
Preference relation
,
Probability distribution
,
Probability space
,
Probability theory
,
Probability
,
Quantity
,
Random variable
,
Rational number
,
Real number
,
Scientific notation
,
Sequence
,
Set (mathematics)
,
Simple function
,
Special case
,
Stochastic process
,
Stone–Weierstrass theorem
,
Subsequence
,
Subset
,
Summation
,
Surjective function
,
Theorem
,
Topological space
,
Topology
,
Uncountable set
,
Uniform continuity
,
Uniform distribution (discrete)
,
Union (set theory)
,
Upper and lower bounds
,
Utility
,
Variable (mathematics)
,
Vector space
,
Zorn's lemma
,
Approximation
,
Axiom of choice
,
Banach space
,
Bijection
,
Bounded function
,
Budget set
,
Calculation
,
Cardinality
,
Cauchy sequence
,
Central limit theorem
,
Combination
,
Compact space
,
Complete metric space
,
Concave function
,
Conditional expectation
,
Continuous function (set theory)
,
Continuous function
,
Contraction mapping
,
Contradiction
,
Convex analysis
,
Convex set
,
Countable set
,
Dense set
,
Differentiable function
,
Dimension (vector space)
,
Dimension
,
Division by zero
,
Dynamic programming
,
Empty set
,
Equation
},
year = {2009},
year = {, ©2009},
abstract = {Frontmatter},
abstract = {Contents},
abstract = {Preface},
abstract = {User’s Guide},
abstract = {Notation},
abstract = {CHAPTER 1 Logic},
abstract = {CHAPTER 2 Set Theory},
abstract = {CHAPTER 3 The Space of Real Numbers},
abstract = {CHAPTER 4 The Finite-Dimensional Metric Space of Real Vectors},
abstract = {CHAPTER 5 Finite-Dimensional Convex Analysis},
abstract = {CHAPTER 6 Metric Spaces},
abstract = {CHAPTER 7 Measure Spaces and Probability},
abstract = {CHAPTER 8 The Lp ( Ω, F, P) and lp Spaces, p ∈ [1,∞]},
abstract = {CHAPTER 9 Probabilities on Metric Spaces},
abstract = {CHAPTER 10 Infinite-Dimensional Convex Analysis},
abstract = {CHAPTER 11 Expanded Spaces},
abstract = {Index},
address = {
Princeton, NJ
,
},
url = {
https://katalog.slub-dresden.de/en/?cHash=a8fa44d3bda0cb9d524c2f0ab6715df9&tx_find_find%5Baction%5D=citation&tx_find_find%5Bcontroller%5D=Search&tx_find_find%5Bid%5D=0-1827849258&tx_find_find%5Btype%5D=bibtex
}
}