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Mathematical analysis
20L, 19T
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Algebraic analysis
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Asymptotic geometric analysis
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Calculus
9L, 16T
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John Wallis
Mādhava of Sañgamāgrama
Louis Leithold
C. M. Whish
Elementary Calculus: An Infinitesimal Approach
Complex analysis
15L, 7T
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Oswald Teichmüller
Complex analysis
Pi
A Course of Modern Analysis
Edmund Schuster
Computable analysis
1T
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Differential geometry
26L, 16T
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Sphere
Geoffrey K. Martin
Paul Gauduchon
Tangent
Nonlinear partial differential equation
Differential topology
12L, 9T
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Sphere
Tangent
Differential topology
Chain complex
Fibration
Functional analysis
26L, 16T
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Operator
Helmut H. Schaefer
Hilbert space
C*-algebra
Operator algebra
Harmonic analysis
6L, 4T
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Terence Tao
Elias M. Stein
Harmonic analysis
Idempotent analysis
1L
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Measure theory
9L, 2T
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Geometric measure theory
Measure (mathematics)
Microlocal analysis
1T
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Microlocal analysis
Nonstandard analysis
4T
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Elementary Calculus: An Infinitesimal Approach
Infinitesimal
Non-standard analysis
Non-Archimedean ordered field
Numerical analysis
23L, 14T
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Curve fitting
Approximation
Numerical integration
Computational statistics
Monte Carlo method
Perturbation theory
2L
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Real analysis
6L, 4T
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Limit (mathematics)
Real analysis
Flat function
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