Open Access. Powered by Scholars. Published by Universities.®
- Discipline
-
- Statistics and Probability (322)
- Computer Sciences (317)
- Medicine and Health Sciences (6)
- Education (3)
- Algebra (2)
-
- Dentistry (2)
- Engineering (2)
- Nursing (2)
- Analysis (1)
- Biology (1)
- Biomedical Engineering and Bioengineering (1)
- Computer Engineering (1)
- Electrical and Computer Engineering (1)
- Immunology and Infectious Disease (1)
- Life Sciences (1)
- Medical Biophysics (1)
- Medical Sciences (1)
- Medical Specialties (1)
- Pediatric Nursing (1)
- Radiology (1)
- Science and Mathematics Education (1)
- Keyword
-
- Characterizations (22)
- Characterization (9)
- Hazard function (9)
- FMRI (6)
- Maximum likelihood estimation (6)
-
- Continuum (5)
- Image reconstruction (5)
- Kumaraswamy distribution (5)
- Mathematical model (5)
- Pervasive computing (5)
- Restriction semigroup (5)
- Security (5)
- Weibull distribution (5)
- EM algorithm (4)
- Gene expression (4)
- MRI (4)
- Maximum likelihood (4)
- Moment (4)
- Moments (4)
- Order statistics (4)
- Performance (4)
- Privacy (4)
- Quantile function (4)
- Sub-independence (4)
- Aging (3)
- Algebraic thinking (3)
- Algorithms (3)
- BAC sequencing (3)
- Compactum (3)
- Conditional expectation (3)
- Publication Year
- Publication
- Publication Type
Articles 361 - 363 of 363
Full-Text Articles in Mathematics
The Cycloid, Some Related Curves And Their Derivation, Ann Downer
The Cycloid, Some Related Curves And Their Derivation, Ann Downer
Bachelors’ Theses
In studying the history of the cycloid and the related curves, it is interesting to note that the earliest notations and explanations were given not by a mathematician but by an artist. The description and instrumental construction of the epicycloid curve was presented in about 1525 by Albrecht Durer (1471-1528) a celebrated sculptor and painter of Nurnberg in his book "Underweysund der Messung mit dem Zyrkenund Rychtsceyd." The original idea, however, goes as far back as the time of Hipparchus, an astronomer, who used it in his astronomical theory of epicycles. This curve was now neglected until G. Desargues and …
The Theory Of Limits, Molly E. Davis
The Theory Of Limits, Molly E. Davis
Bachelors’ Theses
The theory of limits is among the most important theories in mathematics as mensuration of curves, and surfaces, the treatment of series and the foundation of calculus rest upon this theory.
Graphic Methods For Solving Algebraic Equations, L. Tremaine Dunlap
Graphic Methods For Solving Algebraic Equations, L. Tremaine Dunlap
Bachelors’ Theses
No abstract provided.