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Ideals with an assigned initial ideal

Mathematics – Commutative Algebra
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Ideals with Larger Projective Dimension and Regularity

Mathematics – Commutative Algebra
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Ideals with maximal local cohomology modules

Mathematics – Commutative Algebra
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Ideals without ccc

Mathematics – Logic
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Ideals, Cohen sets and consistent extensions of the Erdős-Dushnik-Miller Theorem

Mathematics – Logic
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Ideas in relativistic hydrodynamics

Mathematics – Logic
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Ideas of E. Cartan and S. Lie in modern geometry: $G$-structures and differential equations. Lecture 1

Mathematics – Differential Geometry
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Ideas of E.~Cartan and S.~Lie in modern geometry: $G$-structures and differential equations. Lecture 2

Mathematics – Differential Geometry
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Ideas of E.~Cartan and S.~Lie in modern geometry: $G$-structures and differential equations. Lecture 3

Mathematics – Differential Geometry
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Ideas of E.~Cartan and S.~Lie in modern geometry: $G$-structures and differential equations. Lecture 4

Mathematics – Differential Geometry
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Ideas of K. E. Tsiolkovskiy on orbital space stations

Mathematics – Logic
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Ideas of Space - Euclidean, Non-Euclidean, and Relativistic

Mathematics – Logic
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Ideaux fermes d'algebres de Beurling analytiques sur le bidisque

Mathematics – Complex Variables
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Idéaux fermés de certaines algèbres de Beurling et application aux opérateurs à spectre dénombrable

Mathematics – Functional Analysis
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Ideaux stables dans certains anneaux differentiels de formes quasi-modulaires de Hilbert

Mathematics – Number Theory
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Ideles in higher dimension

Mathematics – Number Theory
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Idempotent (Asymptotic) Mathematics and the Representation Theory

Mathematics – Representation Theory
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Idempotent and tropical mathematics and problems of mathematical physics (Volume I)

Mathematics – Rings and Algebras
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Idempotent and tropical mathematics and problems of mathematical physics (Volume II)

Mathematics – Rings and Algebras
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Idempotent convexity and algebras for the capacity monad and its submonads

Mathematics – Category Theory
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