DSpace Community:
http://repository.fuoye.edu.ng:80/handle/123456789/121
Sat, 13 Jul 2024 22:24:48 GMT2024-07-13T22:24:48ZA Study of Some Computational Algorithms For Solving First Order Initial Value Problems
http://repository.fuoye.edu.ng:80/handle/123456789/2087
Title: A Study of Some Computational Algorithms For Solving First Order Initial Value Problems
Authors: Iyasele, Kelvin Ehizoje
Abstract: This work takes a look at different computational algorithms used in solving initial vale problems and how these algorithms are derived from Taylor's series. It also made use of the Euler and Runge-Kutta method to solve initial value problems in order to compare performance of the two methods.Sat, 01 Aug 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/20872015-08-01T00:00:00ZA Study And The Use of Lagrange Multiplier In Calculus Of Variation
http://repository.fuoye.edu.ng:80/handle/123456789/2079
Title: A Study And The Use of Lagrange Multiplier In Calculus Of Variation
Authors: Abdulyekeen, Khadijat Oluwakemi
Abstract: This project work examines the use of Lagrange multipliers to calculus of variation. Basic definition of terms were given necessary and sufficient condition for a function to be maxima or minima, how to identify Lagrange multipliers in any given problem and general usage of Lagrange multipliers.Thu, 15 Aug 2019 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/20792019-08-15T00:00:00ZA STUDY OF SOME COMPUTATIONAL ALGORITHMS FOR SOLVING INITIAL VALUE PROBLEMS
http://repository.fuoye.edu.ng:80/handle/123456789/1334
Title: A STUDY OF SOME COMPUTATIONAL ALGORITHMS FOR SOLVING INITIAL VALUE PROBLEMS
Authors: KELVIN EHIZOJIE, IYASELE; IBIJOLA, PROF E.A
Abstract: This work takes a look at different computational algorithms used
in solving initial value problems and how these algorithms are
derived from Taylor's series. It also made use of the Euler and
Runge-Kutta method to solve initial value problems in order to
compare the performance of the two methodsTue, 01 Sep 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/13342015-09-01T00:00:00ZOn Iterative methods for solving Load Flow Analysis in Electric Power System
http://repository.fuoye.edu.ng:80/handle/123456789/1203
Title: On Iterative methods for solving Load Flow Analysis in Electric Power System
Authors: Salaudeen, Lukman; Aderinto, Y.O.Tue, 25 Nov 2014 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/12032014-11-25T00:00:00ZA STUDY AND THE USE OF LAGRANGE MULTIPLIER IN CALCULUS OF VARIATION
http://repository.fuoye.edu.ng:80/handle/123456789/1118
Title: A STUDY AND THE USE OF LAGRANGE MULTIPLIER IN CALCULUS OF VARIATION
Authors: ABDULYEKEEN, KHADIJAT OLUWAKEMI
Abstract: This project work examines the use of Lagrange multipliers to calculus of variation (isoperimetric problem). Basic definition of terms were given, necessary and suficient condition for a function to be maxima or minima, how
to identify Lagrange multipliers in any given problem and general usage of largange multipliers, Lagrange multiplier in unconstraint and constraint
problems, theorems and proof related to Lagrange multipliers. Literature review, Euler's Multiplier rule and isoperimetric problem, proof's motivated
by Euler and Lagrange, the power system economic operation. Methods of solving Lagrange function, i also included derivation of Euler-Lagrange equation and other form's of Euler equation,extremal,calculus of variation, isoperimetric problems and method for solving extrema of a given function (minimum and maximum) were examined. Numerical examples were provided.Fri, 15 Jan 2016 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/11182016-01-15T00:00:00ZThe Riemann zeta function and its extension into continuous optimization equation
http://repository.fuoye.edu.ng:80/handle/123456789/1036
Title: The Riemann zeta function and its extension into continuous optimization equation
Authors: Enoch, Opeyemi O.; Salaudeen, Lukman O.Mon, 22 Apr 2013 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/10362013-04-22T00:00:00ZELEMENTARY MATHEMATICS III
http://repository.fuoye.edu.ng:80/handle/123456789/297
Title: ELEMENTARY MATHEMATICS III
Authors: FUOYE
Abstract: Geometric representation of vectors in 1-3 dimensions, components, direction cosines. Addition,
Scalar, multiplication of vectors, linear independence. Scalar and vector products of two vectors.
Differentiation and integration of vectors with respect to a scalar variable. Two-dimensional co-
ordinate geometry. Straight lines, circles, parabola, ellipse, hyperbola. Tangents, normals.
Elementary Mathematics IV. Impact of two smooth sphere, and of a sphere on a smooth sphere
Description: Geometric representation of vectors in 1-3 dimensions, components, direction cosines. Addition,
Scalar, multiplication of vectors, linear independence. Scalar and vector products of two vectors.
Differentiation and integration of vectors with respect to a scalar variable. Two-dimensional co-
ordinate geometry. Straight lines, circles, parabola, ellipse, hyperbola. Tangents, normals.
Elementary Mathematics IV. Impact of two smooth sphere, and of a sphere on a smooth sphereMon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2972015-03-02T00:00:00ZVECTOR AND TENSOR ANALYSIS
http://repository.fuoye.edu.ng:80/handle/123456789/296
Title: VECTOR AND TENSOR ANALYSIS
Authors: FUOYE
Abstract: Vector algebra. Vector, dot and cross Products. Equating of curves and surfaces. Vector
differentiation and applications. Gradient, divergence and curl. Vector integrate, line surface and
volume integrals Greens Stoke's and divergence theorems. Tensor products of vector spaces. Tensor
algebra. Symmetry. Gartesian tensers
Description: Vector algebra. Vector, dot and cross Products. Equating of curves and surfaces. Vector
differentiation and applications. Gradient, divergence and curl. Vector integrate, line surface and
volume integrals Greens Stoke's and divergence theorems. Tensor products of vector spaces. Tensor
algebra. Symmetry. Gartesian tensersMon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2962015-03-02T00:00:00ZVECTOR ANALYSIS
http://repository.fuoye.edu.ng:80/handle/123456789/295
Title: VECTOR ANALYSIS
Authors: FUOYE
Abstract: Elementary Vector Algebra, Vector and Tripplre vector Products (more application solution of
vector equation, plain curves and space curves. Geometrical equation of lines and planes. Linear
independence of vectors; components of vectors, direction cosines; position vector and scalar
products; senent frenent formulae; differential definition of gradients, divergent and simple
multiplication)
Description: Elementary Vector Algebra, Vector and Tripplre vector Products (more application solution of
vector equation, plain curves and space curves. Geometrical equation of lines and planes. Linear
independence of vectors; components of vectors, direction cosines; position vector and scalar
products; senent frenent formulae; differential definition of gradients, divergent and simple
multiplication)Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2952015-03-02T00:00:00ZTHEORY OF PARTIAL DIFFERENTIAL EQUATIONS
http://repository.fuoye.edu.ng:80/handle/123456789/294
Title: THEORY OF PARTIAL DIFFERENTIAL EQUATIONS
Authors: FUOYE
Abstract: Theory and solutions of first-order and second order linear equations. Classification,
characteristics, cononial forms, Cauchy problems. Elliptic equations; laplace’s and posson’s
formulase, properties of harmonic functions. Hyperbolic equations; wave equations, retarded
potential; transmission line equation, Riemann method. Parabolic equation. Diffusion equation,
singularity function, boundary and initial – value problem.
Description: Theory and solutions of first-order and second order linear equations. Classification,
characteristics, cononial forms, Cauchy problems. Elliptic equations; laplace’s and posson’s
formulase, properties of harmonic functions. Hyperbolic equations; wave equations, retarded
potential; transmission line equation, Riemann method. Parabolic equation. Diffusion equation,
singularity function, boundary and initial – value problem.Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2942015-03-02T00:00:00ZTHEORY OF ORDINARY DIFFERENTIAL EQUATIONS
http://repository.fuoye.edu.ng:80/handle/123456789/293
Title: THEORY OF ORDINARY DIFFERENTIAL EQUATIONS
Authors: FUOYE
Abstract: Differential equations: existence and uniqueness theorems dependence of solution on initial data
and parameters. Properties of solutions. Sturm comparison and Sonin-Polya theorems. Linear and
non-linear systems. Floguet’s theory and stability theory. Integral equations: classification,
volterra and fredlhom types Neumann series. Fredholm alternative for degenerate Hilbert –
Schmidt kernels. Reduction of ordinary differential equations to integral equations. Sysmmetric
kernels, eigen function expansion with application.
Description: Differential equations: existence and uniqueness theorems dependence of solution on initial data
and parameters. Properties of solutions. Sturm comparison and Sonin-Polya theorems. Linear and
non-linear systems. Floguet’s theory and stability theory. Integral equations: classification,
volterra and fredlhom types Neumann series. Fredholm alternative for degenerate Hilbert –
Schmidt kernels. Reduction of ordinary differential equations to integral equations. Sysmmetric
kernels, eigen function expansion with application.Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2932015-03-02T00:00:00ZSYSTEMS THEORY
http://repository.fuoye.edu.ng:80/handle/123456789/292
Title: SYSTEMS THEORY
Authors: FUOYE
Abstract: Lyapunov Theorems. Solution of Lyapunov stability equation ATP + PA = Q. Controllability and
observability. Theorem on existence of solution of linear systems of differential operations with
constant coefficients.
Description: Lyapunov Theorems. Solution of Lyapunov stability equation ATP + PA = Q. Controllability and
observability. Theorem on existence of solution of linear systems of differential operations with
constant coefficients.Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2922015-03-02T00:00:00ZSETS, LOGIC AND ALGEBRA I
http://repository.fuoye.edu.ng:80/handle/123456789/291
Title: SETS, LOGIC AND ALGEBRA I
Authors: FUOYE
Abstract: Introduction to the language and concepts of modern Mathematics. Topics include; Basic set theory:
mappings, relations, equivalence and other relations, Cartesian products. Binary logic, methods of
proof. Binary operations. Algebraic structures, semigroups, rings, integral domains fields.
Homeomophics. Number systems; properties of integers, rationals, real and complex numbers.
Description: Introduction to the language and concepts of modern Mathematics. Topics include; Basic set theory:
mappings, relations, equivalence and other relations, Cartesian products. Binary logic, methods of
proof. Binary operations. Algebraic structures, semigroups, rings, integral domains fields.
Homeomophics. Number systems; properties of integers, rationals, real and complex numbers.Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2912015-03-02T00:00:00ZREAL ANALYSIS II
http://repository.fuoye.edu.ng:80/handle/123456789/290
Title: REAL ANALYSIS II
Authors: FUOYE
Abstract: Riemann integral of functions R.....)R, continous monopositive functions. Functions of bounded
variation. The Riemann Strieltjes integral. Pointvise and uniform convergence of sequences and
series of functions R.... )R. Effects on limits (sums) when the functions are continuous
differentiable or Riemann integrable power series.
Description: Riemann integral of functions R.....)R, continous monopositive functions. Functions of bounded
variation. The Riemann Strieltjes integral. Pointvise and uniform convergence of sequences and
series of functions R.... )R. Effects on limits (sums) when the functions are continuous
differentiable or Riemann integrable power series.Mon, 02 Mar 2015 00:00:00 GMThttp://repository.fuoye.edu.ng:80/handle/123456789/2902015-03-02T00:00:00Z