Search Results - "algebra"

Mathematical principles of the Internet. by Bhatnagar, Nirdosh

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Discrete mathematics for computer science : an example-based introduction / by Fortney, Jon Pierre

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Design of Experiments for Generalized Linear Models / by Russell, Kenneth G.

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Collaborative imagination : earning activism through literacy education / by Feigenbaum, Paul

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Introduction to the theory of optimization in Euclidean space / by Challal, Samia

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An Introduction to Mathematical Proofs by Loehr, Nicholas A.

Table of Contents: “…and ⁶</P><P>Ordered Pairs; Product Sets</P><P>General Unions and Intersections</P><P>Axiomatic Set Theory (Optional)</P><P></P><B><P>Integers</P></B><P>Recursive Definitions; Proofs by Induction</P><P>Induction Starting Anywhere: Backwards Induction</P><P>Strong Induction</P><P>Prime Numbers; Division with Remainder</P><P>Greatest Common Divisors; Euclid's GCD Algorithm</P><P>More on GCDs; Uniqueness of Prime Factorizations</P><P>Consequences of Prime Factorization (Optional)</P><P></P><B><P>Relations and Functions</P></B><P>Relations; Images of Sets under Relations</P><P>Inverses, Identity, and Composition of Relations</P><P>Properties of Relations</P><P>Definition of Functions</P><P>Examples of Functions; Proving Equality of Functions</P><P>Composition, Restriction, and Gluing</P><P>Direct Images and Preimages</P><P>Injective, Surjective, and Bijective Functions</P><P>Inverse Functions</P><P></P><B><P>Equivalence Relations and Partial Orders</P></B><P>Reflexive, Symmetric, and Transitive Relations</P><P>Equivalence Relations</P><P>Equivalence Classes</P><P>Set Partitions</P><P>Partially Ordered Sets</P><P>Equivalence Relations and Algebraic Structures (Optional)</P><P></P><B><P>Cardinality</P></B><P>Finite Sets</P><P>Countably Infinite Sets</P><P>Countable Sets</P><P>Uncountable Sets</P><P></P><B><P>Real Numbers (Optional)</P></B><P>Axioms for R; Properties of Addition</P><P>Algebraic Properties of Real Numbers</P><P>Natural Numbers, Integers, and Rational Numbers</P><P>Ordering, Absolute Value, and Distance</P><P>Greatest Elements, Least Upper Bounds, and Completeness</P><P></P><B><P>Suggestions for Further Reading</P></B>…”
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Proofs 101 : an introduction to formal mathematics / by Kirtland, Joseph (Mathematics professor)

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Basic analysis I : functions of a real variable / by Peterson, James K. (James Kent)

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A first course in ordinary differential equations / by Tumuluri, Suman Kumar

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Meaning Versus Grammar : An Inquiry into the Computation of Meaning and the Incompleteness of Grammar / by Cremers, Christiaan Leonardus Joachim Maria, 1951-, Reckman, Hilletje Gezina Bouwke, 1978-, Hijzelendoorn, Maarten

Table of Contents: “…SYNTAX: the game of recursion and discontinuity; 1.1 The need for syntax; 1.2 Forms of Dutch; 1.3 The task for syntax; 1.4 The logic and the algebra of lists, flags, types and modes; 1.5 The calculi; 1.6 The case for Dutch; 1.7 The grammar of discontinuity and coordination; 1.8 Parsing the syntax; 1.9 Generating by syntax: agendas and linearization; 2. …”
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Meaning Versus Grammar : An Inquiry into the Computation of Meaning and the Incompleteness of Grammar / by Cremers, Christiaan Leonardus Joachim Maria, 1951-, Reckman, Hilletje Gezina Bouwke, 1978-, Hijzelendoorn, Maarten

Table of Contents: “…SYNTAX: the game of recursion and discontinuity; 1.1 The need for syntax; 1.2 Forms of Dutch; 1.3 The task for syntax; 1.4 The logic and the algebra of lists, flags, types and modes; 1.5 The calculi; 1.6 The case for Dutch; 1.7 The grammar of discontinuity and coordination; 1.8 Parsing the syntax; 1.9 Generating by syntax: agendas and linearization; 2. …”
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Advanced problem solving using Maple : applied mathematics, operations research, business analytics, and decision analysis / by Fox, William P., 1949-, Bauldry, William C.

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Data Visualization : Charts, Maps, and Interactive Graphics / by Grant, Robert

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Sturm-Liouville problems : theory and numerical implementation / by Guenther, Ronald B., Lee, John W., 1942-

Table of Contents: “…Preliminaries; 2.1 Euclidean Spaces; 2.1.1 Real Euclidean Spaces; 2.1.2 Complex Euclidean Spaces; 2.1.3 Elements of Convergence; 2.1.4 Upper Bounds and Sups; 2.1.5 Closed and Compact Sets; 2.2 Calculus and Analysis; 2.2.1 Continuity; 2.2.2 Differential Calculus; 2.2.3 Integral Calculus; 2.2.4 Sequences and Series of Functions; 2.3 Matrix and Linear Algebra…”
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Measure and integration : a first course / by Nair, M. Thamban

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Introductory engineering mathematics / by Reeping, David, Reid, Kenneth

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Proceedings of the 13th International Congress on Mathematical Education ICME-13 /

Table of Contents: “…Nemenzo, Masami Isoda, Maitree Inprasitha, Sampan Thinwiangthong, Narumon Changsri, Nisakorn Boonsena, Chan Roth, Monkolsery Lin, Souksomphone Anothay, Phoutsakhone Channgakham, Nguyen Chi Thanh, VŨ NHƯ Thư Hương, Phương Thảo Nguyễn -- Teaching and learning mathematics in Turkey, Huriye Arikan -- Part 6: Reports from the Topical Study Groups -- Topic study group no. 01 Early childhood mathematics education (up to age 7), Iliada Elia, Joanne Mulligan -- Topic study group no. 02 Mathematics education at tertiary level, Victor Giraldo, Chris Rasmussen -- Topic study group no. 03 Mathematics education in and for work, Diana Coben, Geoff Wake -- Topic study group no. 04 Activities for, and research on, mathematically gifted students, Florence Mihaela Singer, Linda Jensen Sheffield -- Topic study group no. 05 Classroom practice and research for students with mathematical learning difficulties, Lourdes Figueiras, Rose Griffiths -- Topic study group no. 06 Adult learning, Pradeep Kumar Misra, Jürgen Maaß -- Topic study group no. 07 Populariztion of Mathematics, Christian Mercat, Patrick Vennebush -- Topic study group no. 08 Teaching and learning of arithmetic and number systems (focus on primary education), Pi-Jen Lin, Terezinha Nunes -- Topic study group no. 09 Teaching and learning of measurement (focus on primary education), Christine Chambris, Barbara Dougherty -- Topic study group no. 10 Teaching and learning of early algebra, Carolyn Kieran, JeongSuk Pang -- Topic study group no. 11 Teachig and Learning of Algebra, Rakhi Banerjee, Amy Ellis -- Topic study group no. 12 Teaching and learning of geometry (primary level), Sinan Olkun, Ewa Swoboda -- Topic study group no. 13 Teaching and learning of geometry – secondary level, Ui Hock Cheah, Patricio G. …”
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Scattering of acoustic and electromagnetic waves by small impedance bodies of arbitrary shapes : applications to creating new engineered materials / by Ramm, A. G. (Alexander G.)

Table of Contents: “…Many-body scattering problem in the case of small scatterers -- 6.1 Reduction of the problem to linear algebraic system -- 6.2 Derivation of the integral equation for the effective field -- 6.3 Summary of the results --…”
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Classical mechanics : a computational approach with examples using mathematica and Python / by Kulp, Christopher W., Pagonis, Vasilis

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3D image reconstruction for CT and PET : a practical guide with Python / by Panetta, Daniele

Table of Contents: “…3.6 SUGGESTED EXPERIMENTS -- Chapter 4: Iterative reconstruction algorithms -- 4.1 SYSTEM MATRIX -- 4.2 IMPLEMENTATION OF THE FORWARD AND BACK PROJECTION -- 4.3 HADAMARD PRODUCT AND DIVISION -- 4.4 ALGEBRAIC RECONSTRUCTION TECHNIQUE (ART) -- 4.5 SIMULTANEOUS ITERATIVE RECONSTRUCTION TECHNIQUE (SIRT) -- 4.6 MAXIMUM-LIKELIHOOD EXPECTATION MAXIMIZATION (MLEM) -- 4.7 ORDERED-SUBSET EXPECTATION MAXIMIZATION (OSEM) -- 4.8 A STEP-BY-STEP EXAMPLE USING ARTIFICIAL NOISELESS PROJECTION DATA -- 4.9 A STEP-BY-STEP EXAMPLE USING ARTIFICIAL POISSON NOISE AFFECTED DATA…”
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