Channels :: FRELIP Discovery

Author: Ntumba, Patrice Pungu

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The differential space concept : a generalization of the manifold concept

Similar Items: The differential space concept : a generalization of the manifold concept

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DW complexes and their underlying topological spaces
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Manifold joins and jump conditions in general relativity
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Exotic 4-manifolds
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Almost Hermitian Statistical Manifolds
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A study on Kenmotsu Ricci soliton manifolds
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On the local and global properties of information manifolds
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Notes on the tangent bundles over $F$-Kählerian manifolds
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On homogeneous CR manifolds of arbitrary order of Levi nondegeneracy
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Semi-Invariant Submanifolds of a Trans Sasakian Manifold with Ricci Soliton
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On 3D Generalized Trans-Sasakian Manifold
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Generalized DF spaces
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Namioka property of generalized ordered spaces
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A GENERALIZATION OF CONTRACTION MAPPING THEOREMS IN A NEWLY DEFINED GENERALIZED METRIC SPACE
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Generalized implicit function theorems and applications to ordinary differential equations
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Tempered fractional differential equations on hyperbolic space
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Embedding of vector-valued Morrey spaces and separable differential operators
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On some generalization of order cancellation law for subsets of topological vector space
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High Performance Implementation of a Relativistic Flows Simulation Application Using Active Knowledge Concept
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Continuous Dependence for Two Implicit Kirk-Type Algorithms in General Hyperbolic Spaces
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Constructing concept lattices and compressed pseudo-lattices
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GENERALIZED TOPOLOGICAL OPERATOR ($operatorname{mathfrak{g}-mathfrak{T}_{mathfrak{g}}}$-OPERATOR) THEORY IN GENERALIZED TOPOLOGICAL SPACES ($mathcal{T}_{mathfrak{g}}$-Spaces)\ Part V. GENERALIZED EXTERIOR ($operatorname{mathfrak{g}-mathfrak{T}_{mathfrak{g}}}$-EXTERIOR) AND GENERALIZED FRONTIER ($operatorname{mathfrak{g}-mathfrak{T}_{mathfrak{g}}}$-FRONTIER) OPERATORS
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Currency trios - using geometric concepts to visualise and interpret relationships between currencies
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On existence and continuation of mild solutions of functional-differential equations of neutral type in Banach spaces
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Exploring some categorical aspects of foundational concepts in algebraic geometry