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Showing 1 to 20 of 8370 for “"Equations"”.
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Volterra difference equations
… of five papers in which discrete Volterra equations of different types and orders are studied and results regarding the behavior of their solutions are established. The first paper presents some fundamental results about subexponential sequences. It also illustrates the subexponential …
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LT Code Equations
The LT Code equations describe the process of encoding input symbols into an error correcting code that requires no feedback from the receiver. The mathematical process involved the development of LT Codes is important. This thesis address the issue of improving the understanding of the LT Code …
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LAPLACIAN TYPE EQUATIONS
Questa tesi si occupa di problemi ellittici non lineari in diversi spazi ambiente, con operatori p-Laplaciano e (p, q)-Laplaciano, dove p e q possono essere numeri reali o funzioni a valori reali. Si tratta di un importante campo di applicazione dei metodi variazionali, che sono utili strumenti non …
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Discontinuous differential equations
Submission original under an indefinite embargo labeled 'Open Access'. The submission was exported from vireo on 2022-11-15 without embargo terms
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Hands-on equations program: An approach to teaching linear equations using manipulatives
… a mathematics program called Hands-On Equations (HOE), which is designed to help students learn abstract concepts taught in algebra with less difficulty. The program concentrates on the transition from numerical calculation to abstract reasoning by utilizing manipulatives. The objective …
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Solutions of Matrix Equations
… matrices A and B can make many different matrix equations, e.g., <em>AB</em> = <em>BA</em>, <em>AB</em> = <em>AA</em>, <em>ABA</em> = <em>BAB</em>, and <em>AAB</em> = <em>BAA</em>. It is not always easy to describe solutions to these matrix equations. This thesis considers the problem of …
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Periodic q-difference equations
… solutions of various kinds of q-difference equations are presented, namely as follows. First, Floquet theory for q-difference equations is established. Second, the Cushing-Henson conjecture is proved for periodic solutions of the Beverton-Holt q-difference equation, resulting in applications …
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Integrable Nonlinear Relativistic Equations
This work focuses on three nonlinear relativistic equations: the symmetric Chiral field equation, Einstein's field equation for metrics with two commuting Killing vectors and Einstein's field equation for diagonal metrics that depend on three variables. The symmetric Chiral field equation is …
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Wavelets operational methods for fractional differential equations and systems of fractional differential equations
… to solve some singular second order differential equations of Emden-Fowler type, a class of generalized Pantograph equations and Delay differential systems. A new operational matrix of fractional order derivative and integration based on this polynomial was also developed and used together with …
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Studies on quadratic matrix equations and riccati differential equations associated with regular m-matrices
… and F is a regular M-matrix. Quadratic matrix equations of this kind arise in noisy Wiener-Hopf problems for Markov chains. The solution of practical interest is a special M-matrix solution. The existence and uniqueness of M-matrix solutions and some numerical methods for nding the required …
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Characterizing Eigencurves for Differential Equations
This paper shows how variational methods may be used to describe an eigencurve
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Regularity theory for nonlocal equations
… of Calderón-Zygmund-type for nonlinear nonlocal equations with possibly very irregular coefficients of VMO-type or even coefficients that are merely small in BMO. In particular, such coefficients might be discontinuous.<br /><br />While for corresponding local elliptic equations with VMO …
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Thue equations and related topics
… number of solutions to a family of quartic Thue equations. We also give an upper bound upon the number of solutions to a family of quartic Thue inequalities. Using the Thue-Siegel principle and the theory of linear forms in logarithms, an upper bound is given for general quartic Thue equations. …
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The roots of polynomial equations
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