First Course in Algebra
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The World of the Unseen
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An Introduction to Graphical Algebra for the Use of High Schools
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Elements of Statistics
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Arithmetical Exercises and Examination Papers
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The Mathematical Questions, Proposed in the Ladies' Diary, and Their Original Answers
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Text-Book On Geodesy and Least Squares
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Preliminary Report On the Eighth Census. 1860
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First Year Mathematics
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Math Mammoth Grade 2-A Worktext, International Version (Canada)
Math Mammoth Grade 2-A worktext is the student book for the second half of grade 2 mathematics. It covers some revision of 1st grade math, reading the clock, addition and subtraction facts within 18, adding two-digit numbers, geometry topics, and fractions. This student worktext contains both the necessary instruction and the problems & exercises (the 'text' & and the 'work'; thus a "worktext"), and is fairly self-teaching. This is the full-color version; in other words, the inside pages are in full color. Please note this is a student worktext and does not contain answers.Features of the curriculum: Math Mammoth focuses on conceptual understanding. It explains the "WHY", so your children can understand the math, not just learn "HOW" to do it.Concepts are often explained with visual models, followed by exercises using those models. These visual models can take the place of manipulatives for many children; however, it is very easy to add corresponding manipulatives to the lessons if so desired.The curriculum is mastery-oriented. This means it concentrates fairly long on a topic, delving into its various aspects. This promotes conceptual understanding, as opposed to spiral curricula that often tend to jump from topic to topic too much.There is a strong emphasis on mental math and number sense.It requires little teacher preparation, which is a big benefit to most teachers/parents.: )The curriculum has no separate teacher's manual nor is it scripted. The introduction to each chapter has some notes for the teacher concerning the material in the chapter. All the instruction is written directly to the student in the worktext, and there also exist accompanying videos where you can see Maria herself teach the material.After each chapter introduction, you will find a list of Internet links and resources (games, quizzes, animations, etc.) that can be used for fun, illustrations, and further practice.For addition and subtraction facts, you can use our online practice program (free).This Canadian version of the 2-A worktext is essentially the same as the U.S. version, but is customised for Canadian audiences in these aspects: The spelling conforms to British international standards (British English).Page (paper) size is Letter.
Historical and Statistical Abstract of the Colony of Hongkong
An Elementary Text-book on the Differential and Integral Calculus
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Mathematical Instruments
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A Collection of Examples of the Applications of the Differential and Integral Calculus
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Mathematical Tables
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Outlier Analysis. A Study of Different Techniques
Master's Thesis from the year 2022 in the subject Mathematics - Statistics, grade: 9.0, course: IMSc Mathematics and Computing, language: English, abstract: In any application that involve data, outlier detection is critical. In the data mining and statistics literature, outliers are sometimes known as abnormalities, discordants, deviants, or anomalies. The data in most applications are generated by one or more generating processes, which may reflect system activity or observations about entities. This monograph explains what an outlier is and how it can be used in a variety of industries in the first chapter of the report. This chapter also goes over the various types of outliers. Outlier analysis is an important part of research or industry that involves a large amount of data, as described in Chapter 2; it also describes how outliers are related to different data models. Chapter 3 covers Univariate Outlier Detection and methods for completing this task. Multivariate Outlier Detection techniques such as Mahalanobis distance and isolation forest are covered in Chapter 4. Finally, in Chapter 5, the Python programming language has been used to analyse and detect existing outliers in a public dataset. We hope this monograph would be useful to students and practitioners of statistics and other fields involving numerical data analytics.
A New Complete Arithmetic
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The Laws of Chance
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A New Era of Thought
A New Era of Thought has been regarded as significant work throughout human history, and in order to ensure that this work is never lost, we have taken steps to ensure its preservation by republishing this book in a contemporary format for both current and future generations. This entire book has been retyped, redesigned, and reformatted. Since these books are not made from scanned copies, the text is readable and clear.
An Elementary Treatise on Plane and Spherical Trigonometry
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Modern Engineering Practice
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Axiomatics
The first history of postwar mathematics, offering a new interpretation of the rise of abstraction and axiomatics in the twentieth century. Why did abstraction dominate American art, social science, and natural science in the mid-twentieth century? Why, despite opposition, did abstraction and theoretical knowledge flourish across a diverse set of intellectual pursuits during the Cold War? In recovering the centrality of abstraction across a range of modernist projects in the United States, Alma Steingart brings mathematics back into the conversation about midcentury American intellectual thought. The expansion of mathematics in the aftermath of World War II, she demonstrates, was characterized by two opposing tendencies: research in pure mathematics became increasingly abstract and rarified, while research in applied mathematics and mathematical applications grew in prominence as new fields like operations research and game theory brought mathematical knowledge to bear on more domains of knowledge. Both were predicated on the same abstractionist conception of mathematics and were rooted in the same approach: modern axiomatics. For American mathematicians, the humanities and the sciences did not compete with one another, but instead were two complementary sides of the same epistemological commitment. Steingart further reveals how this mathematical epistemology influenced the sciences and humanities, particularly the postwar social sciences. As mathematics changed, so did the meaning of mathematization. Axiomatics focuses on American mathematicians during a transformative time, following a series of controversies among mathematicians about the nature of mathematics as a field of study and as a body of knowledge. The ensuing debates offer a window onto the postwar development of mathematics band Cold War epistemology writ large. As Steingart's history ably demonstrates, mathematics is the social activity in which styles of truth--here, abstraction--become synonymous with ways of knowing.
Numerical Calculations in Clifford Algebra
NUMERICAL CALCULATIONS IN CLIFFORD ALGEBRA An intuitive combination of the theory of Clifford algebra with numerous worked and computed examples and calculations Numerical Calculations in Clifford Algebra: A Practical Guide for Engineers and Scientists is an accessible and practical introduction to Clifford algebra, with comprehensive coverage of the theory and calculations. The book offers many worked and computed examples at a variety of levels of complexity and over a range of different applications making extensive use of diagrams to maintain clarity. The author introduces and documents the Clifford Numerical Suite, developed to overcome the limitations of existing computational packages and to enable the rapid creation and deployment of sophisticated and efficient code. Applications of the suite include Fourier transforms for arrays of any types of Clifford numbers and the solution of linear systems in which the coefficients are Clifford numbers of particular types, including scalars, bicomplex numbers, quaternions, Pauli matrices, and extended electromagnetic fields. Readers will find: A thorough introduction to Clifford algebra, with a combination of theory and practical implementation in a range of engineering problems Comprehensive explorations of a variety of worked and computed examples at various levels of complexity Practical discussions of the conceptual and computational tools for solving common engineering problems Detailed documentation on the deployment and application of the Clifford Numerical Suite Perfect for engineers, researchers, and academics with an interest in Clifford algebra, Numerical Calculations in Clifford Algebra: A Practical Guide for Engineers and Scientists will particularly benefit professionals in the areas of antenna design, digital image processing, theoretical physics, and geometry.
A Treatise on Geometrical Optics
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Harmonic and Applied Analysis
Bartolucci, F., De Mari, F., Monti, M., Unitarization of the Horocyclic Radon Transform on Symmetric Spaces.- Maurer, A., Entropy and Concentration.-Alaifari, R., Ill-Posed Problems: From Linear to Non-Linear and Beyond.- Salzo, S., Villa, S., Proximal Gradient Methods for Machine Learning and Imaging.- De Vito, E., Rosasco, L., Rudi, A., Regularization: From Inverse Problems to Large Scale Machine Learning.
The Element of Geometry
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On the Definition of the sum of a Divergent Series
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Modern Engineering Practice
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Grenada. Report and General Abstracts of the Census of 1901
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College Algebra With Applications
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Historical and Statistical Abstract of the Colony of Hongkong
The Philosophical and Mathematical Commentaries of Proclus ... On the First Book of Euclid's Elements, and His Life by Marinus, Tr. With a Prelim. Dissertation On the Platonic Doctrine of Ideas by T.
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Human Anatomy & Physiology
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Modern Engineering Practice
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Fractional Calculus
In the last two decades, many new fractional operators have appeared, often defined using integrals with special functions in the kernel as well as their extended or multivariable forms. Modern operators in fractional calculus have different properties which are comparable to those of classical operators.These have been intensively studied formodelling and analysing real-world phenomena. There is now a growing body of research on new methods to understand natural occurrences and tackle different problems. This book presents ten reviews of recent fractional operators split over three sections: 1. Chaotic Systems and Control (covers the Caputo fractional derivative, and a chaotic fractional-order financial system)2. Heat Conduction (covers the Duhamel theorem for time-dependent source terms, and the Cattaneo-Hristov model for oscillatory heat transfer)3. Computational Methods and Their Illustrative Applications (covers mathematical analysis for understanding 5 real-word phenomena: HTLV-1 infection of CD4+ T-cells, traveling waves, rumor-spreading, biochemical reactions, and the computational fluid dynamics of a non-powered floating object navigating in an approach channel). This volume is a resource for researchers in physics, biology, behavioral sciences, and mathematics who are interested in new applications of fractional calculus in the study of nonlinear phenomena.
On Probability
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The Substitution of Similars, the True Principle of Reasoning, Derived From a Modification of Aristo
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Napier Tercentenary Memorial Volume
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A Simple Lambda-calculus Model of Programming Languages
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Iterative Learning Control for Equations with Fractional Derivatives and Impulses
1 Fractional Equations1.1 Pulse Compensation ILC1.2 PD-type ILC1.3 High Order Internal Models ILC1.4 Randomly Varying Trial Lengths ILC2 Fractional Multi-Agent Systems2.1 Linear Systems2.2 Nonlinear Systems3 Instantaneous Impulsive Equations4.1 ODE Case3.2 Stochastic Case3.3 Delay Matrix Case4 Noninstantaneous Impulsive Equations4.1 Fixed Trial Lengths ILC 4.2 Randomly Varying Trial Lengths ILC5 Noninstantaneous Impulsive Inclusions 5.1 Ordinary differential inclusion without impulses5.2 Partial differential inclusion with impulses6. Delay Equations6.1 Discrete Case6.2 Continuous Case
Junior Arithmetic-bookkeeping for Junior High Schools
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