Functional (mathematics)
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- Analytic Geometry, Linear Algebra, Kernels, RKHS, and Native Spaces John Erickson, IIT
- 2 Kernel Methods: an Overview Where G = XX Or, Component-Wise, Gij = Xi, Xj
- Kernel Functional Maps
- Brief Notes on the Calculus of Variations
- Path Integrals with Μ1(X) and Μ2(X) the first and Second Moments of the Transition Probabilities
- 4.2 Connection to Seminorms
- A Tutorial on Kernel Methods for Categorization
- The Calculus of Variations
- Tensor Decomposition with Smoothness
- Symbolic Tensor Calculus — Functional and Dynamic Approach
- Functional Integration: Action and Symmetries
- Kernel and Range. General Linear Equation. Marix Transformations. Linear Transformation Definition
- Functional Integral Approach to Classical Statistical Dynamics
- Function Spaces 1 Hilbert Spaces
- Linear Manifold Modeling of Multivariate Functional Data
- Functional Reasoning and Working with Functions: Functions/Mappings in Mathematics Teaching Tradition in Hungary and Germany Gabriella Ambrus
- Regularized Tensor Quantile Regression for Functional Data Analysis with Applications to Neuroimaging
- An Introduction to Some Aspects of Functional Analysis, 4: Dual Spaces and Linear Mappings