Problem Books in Mathematics

E629499

Problem Books in Mathematics is a renowned Springer book series that presents collections of challenging, graduate-level problems with solutions across a wide range of mathematical fields.

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Problem Books in Mathematics canonical 1

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Statements (53)

Predicate Object
instanceOf book series
mathematics book series
academicDiscipline mathematics
educationalLevel advanced undergraduate
graduate
feature contains fully worked solutions
contains hints and answers
focuses on challenging problems
fieldCovered algebra
analysis
combinatorics
differential equations
functional analysis
geometry
number theory
probability theory
topology
genre exercise collection
problem book
hasPart Problems and Theorems in Analysis I NERFINISHED
Problems and Theorems in Analysis II NERFINISHED
Problems in Algebra NERFINISHED
Problems in Algebraic Geometry NERFINISHED
Problems in Algebraic Number Theory NERFINISHED
Problems in Classical and Non-Classical Mathematical Physics NERFINISHED
Problems in Combinatorics and Graph Theory NERFINISHED
Problems in Complex Analysis NERFINISHED
Problems in Differential Equations NERFINISHED
Problems in Discrete Mathematics NERFINISHED
Problems in Functional Analysis NERFINISHED
Problems in Geometry NERFINISHED
Problems in Group Theory NERFINISHED
Problems in Linear Algebra NERFINISHED
Problems in Logic NERFINISHED
Problems in Mathematical Analysis NERFINISHED
Problems in Measure Theory NERFINISHED
Problems in Number Theory NERFINISHED
Problems in Optimization NERFINISHED
Problems in Ordinary Differential Equations NERFINISHED
Problems in Partial Differential Equations NERFINISHED
Problems in Plane and Solid Geometry NERFINISHED
Problems in Probability NERFINISHED
Problems in Probability Theory and Mathematical Statistics NERFINISHED
Problems in Real Analysis NERFINISHED
Problems in Real and Functional Analysis NERFINISHED
Problems in Set Theory NERFINISHED
Problems in Topology NERFINISHED
language English
publisher Springer NERFINISHED
Springer-Verlag NERFINISHED
targetAudience advanced undergraduates
graduate students
research mathematicians

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Full triples — surface form annotated when it differs from this entity's canonical label.

Unsolved Problems in Number Theory series Problem Books in Mathematics