Mathematical Tables
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A History of Japanese Mathematics
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Mathematical Papers. Edited by N.M. Ferrers
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Treatise on the Arrangement, Application, and Use of Slide Rules
On Multi-objective Integer Linear Programming Problem
Multi-Objective Integer Linear Programming Problems is really wide range to study its theory and algorithms it is really difficult for us to come with the decision that book is complete. The basic idea is to classify and analyze the Multi -Objective Integer Linear Programming theory and its applications. Our objectives are mainly based on: To study and solve the single-objective integer linear programming problems Bi-objective integer linear programming problems, Multi-objective integer linear programming problems and developed some algorithms.
Weights and Measures
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John Dewey's Logical Theory
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Numerical Methods for Engineering Students
Numerical methods is an important subject in the study of engineering. It is the study of approximate solution of algebraic, transcendental equations and interpolation. This book on numerical methods, meant for undergraduate students, covers solution of equations and interpolation.In this book, each topic has been thoroughly covered from the examination point of view.
The Early Mathematical Manuscripts of Leibniz
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A Complete System of Land-Surveying
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Mathematical Papers. Edited by N.M. Ferrers
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A Textbook On Metallurgy of Gold, Silver, Copper, Lead, and Zinc
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Introduction to Infinitesimal Analysis
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The Principles of Logic
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John Dewey's Logical Theory
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Shock Waves, Increase of Entropy and Loss of Information
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Four Place Logarithmic Tables; Containing the Logarithms of Numbers and of the Trigonometric Functions, Arranged for Use in the Entrance Examinations of the Sheffield Scientific School of Yale Univers
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Introduction to Infinitesimal Analysis
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Treatise on the Arrangement, Application, and Use of Slide Rules
The Application of Logic
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On the Square Root Functions of Matrices
Matrix functions in general are an interesting area in matrix theory and play a widespread role in science and engineering; with application areas ranging from nuclear magnetic resonance to the solution of stiff ordinary differential equations. We consider how to define matrix functions and how to compute matrix functions. To be concrete, we pay particular attention to the matrix square root function. The matrix square root is one of the most important functions of a matrix. In this thesis, we discuss some matrix functions with their properties, but we specifically explore the square root function of a matrix and the most efficient methods (i.e., Cayley Hamilton Theorem and Schur decomposition) of computing it. Also some methods of calculating the square root of a 2?2 matrix including the Cayley-Hamilton Theorem, by diagonalization etc is highlighted, along with square roots of positive semidefinite matrices, general square roots using the Jordan Canonical Form and the nth roots of some matrices.
Wentworth's Primary Arithmetic
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Mathematical Papers of the Late George Green
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A Textbook On Metallurgy of Gold, Silver, Copper, Lead, and Zinc
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An Elementary Treatise on the Integral Calculus
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Mathematical Papers of the Late George Green
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The Metric Versus the English System of Weights and Measures
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Weights and Measures
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Conservation Laws, Extended Polymatroids and Multi-armed Bandit Problems
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Mathematical Tables
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Differential Equations and Their Applications
This is a best-selling introduction to differential equations, used in undergraduate classrooms across the country. Fully understandable to readers who have had one year of calculus, this book differentiates itself from other differential equations texts through its application of the subject matter to interesting scenarios. Highlights also include material on bifurcation theory, Sturm-Liouville boundary value problems and computer programs in C, Pascal and Fortran.
The Metric Versus the English System of Weights and Measures
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Smoley's Tables
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A Treatise on the Principal Mathematical Instruments Employed in Surveying, Levelling, and Astronomy
The Philosophical And Mathematical Commentaries Of Proclus On The First Book Of Euclid's Elements
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Proceedings of the Cambridge Philosophical Society; Volume 4
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On Riemann's Theory of Algebraic Functions and Their Integrals
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Basics of Ramsey Theory
This book serves as a gentle introduction to Ramsey theory for students interested in becoming familiar with a dynamic segment of contemporary mathematics that combines ideas from number theory and combinatorics. The core of the of the book consists of discussions and proofs of the results now universally known as Ramsey's theorem.
Graphical Analysis A Text Book In Graphic Statics
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Mental Arithmetic, Or, First Lessons in Numbers
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The Elements Of Quantum Mechanic
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