Search Results - "Encyclopaedia of mathematical sciences"
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- Integral representations 2
- Algebraic varieties 1
- Asymptotic expansions 1
- Asymptotic theory 1
- Calculus of operations 1
- Celestial mechanics 1
- Differentiable dynamical systems 1
- Differential equations, Hyperbolic 1
- Differential equations, Partial 1
- Finite groups 1
- Functions of several complex variables 1
- Geometry, Differential 1
- Infinite groups 1
- Integral transforms 1
- Invariants 1
- Linear algebric groups 1
- Mechanics, Analytic 1
- Microlocal analysis 1
- Noncommutative rings 1
- Operational calculus 1
- Spaces of constant curvature 1
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1
Modular invariant theory
Published 2011“…Encyclopaedia of mathematical sciences…”
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2
Partial differential equations IV microlocal analysis and hyperbolic equations
Published 1993“…Encyclopaedia of mathematical sciences…”
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3
Analysis IV linear and boundary intergral equations
Published 1991“…Encyclopaedia of mathematical sciences…”
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4
Algebra IV infinite groups, linear groups
Published 1993“…Encyclopaedia of mathematical sciences…”
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5
Several complex variables II function theory in classical domains complex potential theory
Published 1994“…Encyclopaedia of mathematical sciences…”
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6
Algebra II noncommutative rings, identities
Published 1991“…Encyclopaedia of mathematical sciences…”
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7
Geometry II spaces of constant curvature
Published 1993“…Encyclopaedia of mathematical sciences…”
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8
Analysis IV linear and boundary integral equations
Published 1991“…Encyclopaedia of mathematical sciences…”
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9
Dynamical systems IV symplectic geometry and its applications
Published 1990“…Encyclopaedia of mathematical sciences…”
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10
Partial differential equations V asymptotic methods for partial differential equations
Published 1999“…Encyclopaedia of mathematical sciences,…”
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11
Geometry I basic ideas and concepts of differential geometry
Published 1991“…Encyclopaedia of mathematical sciences v.…”
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12
Dynamical systems II ergodic theory with applications to dynamical systems and statistical mechanics
Published 1989“…Encyclopaedia of mathematical sciences, v.…”
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