02097nam a2200289 i 4500003000500000005001700005008004100022020001800063040003100081050002100112082002200133100003000155245008500185264006400270300004500334336002100379337002500400338002300425504004100448505025500489520083400744546001301578650002901591942004501620952012501665999001701790CSPC20260924103733.0260923s2024    deua     b    000 0 eng d  a9781666871326  aCSPCbengcCSPCerdadCSPC00aQA371b.M67 202400223a515.35bM821i1 aMorgan, Ibrahim,eauthor.10aIntroduction to differential equations and their applications /cIbrahim Morgan. 1aWilmington, Delaware :bAmerican Academic Publisher,c2024.  axi, 363 pages :billustrations ;c26 cm.  2rdacontentatext  2rdamediaaunmediated  2rdacarrieravolume  aIncludes bibliographical references.0 aDifferential equation -- Partial differential equation -- Operations -- Attributes of variables -- Ordinary differential equations and dynamical systems -- Solutions: topics and methods -- High-order quantum algorithm for solving linear differential.  a"In mathematics, a differential equation is an equation that contains one or more functions with its derivatives. The derivatives of the function define the rate of change of a function at a point. It is mainly used in fields such as physics, engineering, biology and so on. The derivative represents a rate of change and the differential equation describes a relationship between the quantity that is continuously varying with respect to the change in another quantity. In this book, the definition, types, methods to solve the differential equation, order the degree of the differential equation, ordinary differential equations with real-word examples and solved problems. The mathematical formulations of problems in physics, economics, biology and other sciences are equally embodied in differential equations"-- Back cover.  aEnglish. 0aDifferential equations.   2ddcn0cBKe23h515.35iM821ikCIRm2024  00102ddc4070aCSPCbCSPCcCIRd2026-09-23l0oCIR 515.35 M821i 2024p032542r2026-09-23 17:37:31t1-1w2026-09-23yBK  c33446d33446