 | 22 unreviewed articles as of 1 August 2024
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| Created | Article | Extract | Class | Creator (# edits) | Notes |
|---|---|---|---|---|---|
| 2023-09-05 | Simulation decomposition (A method for visually performing an uncertainty and sensitivity analysis of model output) | SimDec, or Simulation decomposition, is a hybrid uncertainty and sensitivity analysis method, for visually examining the relationships between the output and input variables of a computational model. | C | Saltean (1551) | |
| 2024-06-23 | Agnew's theorem | Agnew's theorem characterizes term rearrangements that preserve convergence of series. It was proposed by American mathematician Ralph Palmer Agnew. | Start | UnladenSwallow (3001) | |
| 2015-12-31 | Monotonicity (mechanism design) (in mechanism design) | In mechanism design, monotonicity is a property of a social choice function. It is a necessary condition for being able to implement such a function using a strategyproof mechanism. Its verbal description is: | C | Erel Segal (14065) | |
| 2022-12-08 | Gamma-minimax inference | In the statistic decision theory, where one is faced with making decisions in the presence of statistical knowledge, Γ-minimax inference is a minimax approach used to deal with partial prior information. It works with applications of Γ-minimax to statistical estimation, and contains Γ-minimax theory, used to pick applicable decision rules to use when given partial prior information about the distribution of an unknown parameter. | Stub | Katnap1 (6) | |
| 2024-06-29 | Game form | In game theory and related fields, a game form, ruleset, or outcome function is the set of rules that govern a game and determine its outcome, given | Start | Closed Limelike Curves (3488) | |
| 2024-07-08 | Deep backward stochastic differential equation method (Numerical method for stochastic differential equation) | Deep backward stochastic differential equation method is a numerical method that combines deep learning with Backward stochastic differential equation (BSDE). This method is particularly useful for solving high-dimensional problems in financial derivatives pricing and risk management. | C | Theroadislong (248918) | |
| 2024-07-22 | Discrepancy of permutations | Discrepancy of permutations is a sub-field of discrepancy theory, that deals with balancing intervals induced by permutations of elements. There is a set of n elements, and there are m different permutations on this set. The general research question is: can we color each element in one of two different colors (e.g. black and white), such that in each permutation, every interval contains roughly the same number of elements of each color? | Start | Erel Segal (14065) | |
| 2023-01-05 | Cauchy wavelet (Cauchy wavelet) | In mathematics, cauchy wavelets are a family of continuous wavelets, used in the continuous wavelet transform. | Start | R942152 (8) | |
| 2024-06-22 | Erdős–Delange theorem (Distribution of primes) | The Erdős–Delange theorem is a theorem in number theory concerning the distribution of prime numbers. It is named after Paul Erdős and Hubert Delange. | Stub | Tito Omburo (1104) | |
| 2024-06-01 | M0NESY (Russian esports player) | Ilya Osipov (born May 1, 2005), better known as m0NESY, is a Russian professional Counter-Strike 2 player for G2 Esports. | C | Ethanflics123 (46) | |
| 2011-12-26 | Glossary of areas of mathematics (mathematics glossary) | Mathematics is a broad subject that is commonly divided in many areas that may be defined by their objects of study, by the used methods, or by both. For example, analytic number theory is a subarea of number theory devoted to the use of methods of analysis for the study of natural numbers. | Start | Brad7777 (6932) | Past AfD |
| 2024-07-21 | List of x86 cryptographic instructions | Instructions that have been added to the x86 instruction set in order to assist efficient calculation of cryptographic primitives, such as e.g. AES encryption, SHA hash calculation and random number generation. | C | Darcourse (4694) | |
| 2023-05-10 | Ed Miliband as Leader of the Opposition (Ed Miliband's tenure as Leader of the Labour Party) | Ed Miliband was elected as Leader of the Opposition in September 2010, following the resignation of Gordon Brown after the formation of David Cameron and Nick Clegg's Conservative–Liberal Democrat coalition government in the aftermath of the 2010 general election. | GA | GordonBrownTextureLikeSun (5) | |
| 2024-07-26 | Categorical probability | In mathematics, categorical probability is a category-theoretic approach to probability theory. The idea goes back to at least Lawvere's 1962 paper. | Stub | TakuyaMurata (88883) | |
| 2024-02-04 | Giry monad (An abstract structure modeling spaces of probability measures, first defined in the 80s.) | In mathematics, the Giry monad is a construction that assigns to a measurable space a space of probability measures over it, equipped with a canonical sigma-algebra. It is one of the main examples of a probability monad. | C | GrammyNoether (108) | |
| 2024-06-03 | Helffer–Sjöstrand formula (This is a mathematical page on the Helffer-Sjoestrand formula.) | In mathematics, more specifically, in functional analysis, the Helffer-Sjöstrand formula is a formula for computing a function of a self-adjoint operator. | Stub | 46.193.35.242 | |
| 2024-04-21 | List of important publications in data science | This is a list of important publications in data science, generally organized by order of use in a data analysis workflow. | C | Erictleung (1527) | |
| 2024-01-31 | Category of Markov kernels (Definition and properties of the category of Markov kernels, in more detail than at "Markov kernel".) | In mathematics, the category of Markov kernels, often denoted Stoch, is the category whose objects are measurable spaces and whose morphisms are Markov kernels. | C | GrammyNoether (108) | |
| 2024-07-21 | Hecke eigensheaf | In mathematics, a Hecke eigensheaf is any sheaf whose value is based on an eigenfunction. It is an object that is a tensor-multiple of itself when formed under the integral transform of a Hecke correspondence. Hecke eigensheaves are part of the geometric Langlands correspondence. | Stub | Jasonbook99 (715) | |
| 2024-07-08 | 3D Face Morphable Model (Generative model for 3D textured faces) | In computer vision and computer graphics, the 3D Face Morphable Model (3DFMM) is a generative technique for modeling textured 3D faces. The generation of new faces is based on a pre-existing database of example faces acquired through a 3D scanning procedure. | B | HeyGio (67) | |
| 2024-07-12 | 3D Morphable Model (Statistical generative model for 3D textured objects) | In computer vision and computer graphics, the 3D Morphable Model (3DMM) is a generative technique that uses methods of statistical shape analysis to model 3D objects. The model follows an analysis-by-synthesis approach over a dataset of 3D example shapes of a single class of objects (e.g., face, hand). | Start | HeyGio (67) | |
| 2024-07-31 | Williamson theorem | In the context of linear algebra and symplectic geometry, the Williamson theorem concerns the diagonalization of positive definite matrices through symplectic matrices. | Stub | Luca Innocenti (424) |
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