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1. Simultaneous equations: Simultaneous equations are finite sets of mathematical equations where the solution to the set of equations solves each individual equation. There are many different types of simultaneous equations, such as linear simultaneous equations and differential simultaneous equations. [100%] 2023-02-25 [Mathematics] [Algebra]...
2. Econometrics: A direction of applied mathematical methods in economic research, the aim of which is to describe quantitatively the regularity and correlations of economic objects and processes on the basis of theoretical representations of their most important determining factors by means ... (Mathematics) [92%] 2023-09-08
3. Econometrics: This course is concerned with theory and application of linear regression methods, including an examination of the classical regression model and the statistical properties of the estimator. The effect of violations of the classical assumptions are considered, and appropriate estimation ... [92%] 2023-09-20 [Economics]
4. Econometrics: Econometrics : The use of mathematical techniques to derive economic relationships from economic statistics. [92%] 2023-09-08
5. Econometrics: Econometrics is an application of statistical methods to economic data in order to give empirical content to economic relationships. More precisely, it is "the quantitative analysis of actual economic phenomena based on the concurrent development of theory and observation, related ... (Empirical statistical testing of economic theories) [92%] 2023-09-20 [Econometrics]
6. Econometrics: Econometrics is a field of economics that uses statistics to analyze economic data for patterns. It is frequently used by liberal influences in economic think tanks, like the Brookings Institution, to justify increased government deficit spending in order to weaken ... [92%] 2023-02-18 [Economics]
7. Econometrica: Econometrica is a peer-reviewed academic journal of economics, publishing articles in many areas of economics, especially econometrics. It is published by Wiley-Blackwell on behalf of the Econometric Society. (Finance) [84%] 2023-12-18 [Economics journals]
8. Solving simultaneous equations: The word "simultaneous" implies that two or more equations exist in the same context at the same time. For example: 3 x + 2 y − 13 = 0 … ( 1 ) {\displaystyle 3x+2y-13=0\ \dots \ (1)} 2 x − y − 4 = 0 … ( 2 ... [81%] 2023-04-04 [Equations]
9. Simultaneous equations model: Simultaneous equations models are a type of statistical model in which the dependent variables are functions of other dependent variables, rather than just independent variables. This means some of the explanatory variables are jointly determined with the dependent variable, which ... (Type of statistical model) [81%] 2022-10-21 [Simultaneous equation methods (econometrics)] [Regression models]...
10. Simultaneous equations model: Simultaneous equations models are a type of statistical model in which the dependent variables are functions of other dependent variables, rather than just independent variables. This means some of the explanatory variables are jointly determined with the dependent variable, which ... (Type of statistical model) [81%] 2023-09-08 [Simultaneous equation methods (econometrics)] [Regression models]...
11. Econometria: Econometria é um conjunto de ferramentas estatísticas com o objetivo de entender a relação entre variáveis econômicas através da aplicação de um modelo matemático. A econometria nasceu como uma disciplina científica na década de 1930. [75%] 2025-06-02
12. Simultaneum: A shared church (German: Simultankirche), simultaneum mixtum, a term first coined in 16th-century Germany , is a church in which public worship is conducted by adherents of two or more religious groups. Such churches became common in the German-speaking ... (Religion) [72%] 2023-12-19 [Christian terminology]
13. Parabolic-equation method: A method for the approximate solution of a high-frequency diffraction problem (see Diffraction, mathematical theory of). As a rule it is necessary to resort to the parabolic-equation method for the determination of a wave field in those domains ... (Mathematics) [66%] 2024-01-02
14. Financial econometrics: Financial econometrics is the application of statistical methods to financial market data. Financial econometrics is a branch of financial economics, in the field of economics. (Method to financial market data) [65%] 2023-11-27 [Econometrics] [Mathematical finance]...
15. Bayesian econometrics: Bayesian econometrics is a branch of econometrics which applies Bayesian principles to economic modelling. Bayesianism is based on a degree-of-belief interpretation of probability, as opposed to a relative-frequency interpretation. (Branch of econometrics) [65%] 2023-12-31 [Econometric modeling] [Bayesian statistics]...
16. Financial econometrics: Financial econometrics is the application of statistical methods to financial market data. Financial econometrics is a branch of financial economics, in the field of economics. (Finance) [65%] 2023-09-21 [Econometrics] [Mathematical finance]...
17. Spatial econometrics: Spatial econometrics is the field where spatial analysis and econometrics intersect. The term “spatial econometrics” was introduced for the first time by the Belgian economist Jean Paelinck (universally recognised as the father of the discipline) in the general address he ... [65%] 2024-03-23 [Econometric modeling] [Spatial analysis]...
18. Poisson equation, numerical methods: Methods replacing the original boundary value problem for the Poisson equation $$ \tag{1 } \Delta u ( x) \equiv \sum_{r=1}^ { d } \frac{\partial ^ {2} u ( x) }{\partial x _ {r} ^ {2} } = f ( x) ,\ x \equiv ( x _ {1} \dots x ... (Mathematics) [62%] 2024-01-13
19. Fredholm equation, numerical methods: Approximation methods for solving Fredholm integral equations of the second kind, amounting to performing a finite number of operations on numbers. Let $$ \tag{1 } \phi ( x) - \lambda \int\limits _ { D } K ( x, s) \phi ( s) \ ds = f ( x) $$ be ... (Mathematics) [62%] 2023-10-13
20. Laplace equation, numerical methods: Methods that replace the original boundary value problem by a discrete problem containing a finite number $ N $ of unknows, such that if one finds a solution of the latter with suitable accuracy, this enables one to determine the solution of ... (Mathematics) [62%] 2024-01-13