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object(stdClass)#96 (3) { ["hits"]=> array(8) { [0]=> object(stdClass)#97 (15) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(6) { [0]=> string(8) "SCEC2750" [1]=> string(6) "SCMA20" [2]=> string(6) "MTH12A" [3]=> string(6) "EOM15A" [4]=> string(6) "SCEC25" [5]=> string(6) "MTH09A" } ["edition"]=> int(2) ["id"]=> int(149329) ["imprint"]=> string(14) "Chapman & Hall" ["isbn"]=> string(13) "9781420087239" ["isbn10"]=> string(10) "1420087231" ["keywords"]=> string(73) "2ED SECOND NONLINEAR EQUATIONS DIFFERENTIAL PARTIAL HANDBOOK HDBK EDITION" ["originators"]=> array(2) { [0]=> object(stdClass)#98 (3) { ["id"]=> int(3668194) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#99 (3) { ["id"]=> int(3056535) ["name"]=> string(19) "Valentin F. Zaitsev" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2011-12-15T19:00:00-05:00" ["relevance"]=> float(5.4770484) ["shortDescription"]=> string(295) "New to the Second Edition More than 1,000 pages with over 1,500 new first-, second-, third-, fourth-, and higher-order nonlinear equations with solutions Parabolic, hyperbolic, elliptic, and other systems of equations with solutions Some exact methods and transformations Symbolic and numerical" ["sku"]=> string(5) "C8723" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(68) "Handbook of Nonlinear Partial Differential Equations, Second Edition" } [1]=> object(stdClass)#100 (15) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(7) { [0]=> string(6) "SCEC35" [1]=> string(4) "SCMA" [2]=> string(8) "SCPC1916" [3]=> string(6) "PHY11A" [4]=> string(6) "ENG16A" [5]=> string(4) "SCEC" [6]=> string(6) "MTH04A" } ["edition"]=> int(1) ["id"]=> int(38250) ["imprint"]=> string(9) "CRC Press" ["isbn"]=> string(13) "9781439806395" ["isbn10"]=> string(10) "143980639X" ["keywords"]=> string(345) "complex physics optics ENGINEERING theory analysis engineering heat relativity atomic integral SCIENCES analytic of materials CONCISE quantum differential mechanics hydrodynamics probability HANDBOOK thermodynamics transfer MATHEMATICS strength dimensional equations SCI molecular transforms geometry electrical calculus special PHYSICS variable" ["originators"]=> array(2) { [0]=> object(stdClass)#101 (3) { ["id"]=> int(3152844) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#102 (3) { ["id"]=> int(3152845) ["name"]=> string(18) "Alexei Chernoutsan" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2010-10-17T19:00:00-05:00" ["relevance"]=> float(6.378388) ["shortDescription"]=> string(296) "A Concise Handbook of Mathematics, Physics, and Engineering Sciences takes a practical approach to the basic notions, formulas, equations, problems, theorems, methods, and laws that most frequently occur in scientific and engineering applications and university education. The authors pay special" ["sku"]=> string(6) "K10319" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(68) "A Concise Handbook of Mathematics, Physics, and Engineering Sciences" } [2]=> object(stdClass)#103 (16) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(6) { [0]=> string(6) "SCEC13" [1]=> string(6) "SCMA20" [2]=> string(6) "MTH12A" [3]=> string(6) "EOE31A" [4]=> string(6) "SCEC25" [5]=> string(6) "MTH09A" } ["edition"]=> int(2) ["id"]=> int(193411) ["imprint"]=> string(14) "Chapman & Hall" ["isbn"]=> string(13) "9781584885078" ["isbn10"]=> string(10) "1584885076" ["keywords"]=> string(130) "methods E SECOND equations EQUATIONS transforms integral 2 Volterra INTEGRAL differential Fredholm numerical HANDBOOK EDITION HDBK" ["originators"]=> array(2) { [0]=> object(stdClass)#104 (3) { ["id"]=> int(3674589) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#105 (3) { ["id"]=> int(3674590) ["name"]=> string(22) "Alexander V. Manzhirov" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2008-02-11T19:00:00-05:00" ["relevance"]=> float(5.4770484) ["shortDescription"]=> string(294) "Unparalleled in scope compared to the literature currently available, the Handbook of Integral Equations, Second Edition contains over 2,500 integral equations with solutions as well as analytical and numerical methods for solving linear and nonlinear equations. It explores Volterra, Fredholm," ["sku"]=> string(5) "C5076" ["subjectGroup"]=> string(9) "Reference" ["subtitle"]=> string(14) "Second Edition" ["title"]=> string(30) "Handbook of Integral Equations" } [3]=> object(stdClass)#106 (15) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(6) { [0]=> string(6) "MTH12A" [1]=> string(6) "ENG16A" [2]=> string(4) "SCEC" [3]=> string(6) "SCMA20" [4]=> string(6) "SCEC25" [5]=> string(6) "MTH09A" } ["edition"]=> int(1) ["id"]=> int(190415) ["imprint"]=> string(14) "Chapman & Hall" ["isbn"]=> string(13) "9781584885023" ["isbn10"]=> string(10) "1584885025" ["keywords"]=> string(41) "MATHEMATICS ENGINEERS SCIENTISTS HANDBOOK" ["originators"]=> array(2) { [0]=> object(stdClass)#107 (3) { ["id"]=> int(3667595) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#108 (3) { ["id"]=> int(3667596) ["name"]=> string(22) "Alexander V. Manzhirov" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2006-11-26T19:00:00-05:00" ["relevance"]=> float(5.4770484) ["shortDescription"]=> string(298) "The Handbook of Mathematics for Engineers and Scientists covers the main fields of mathematics and focuses on the methods used for obtaining solutions of various classes of mathematical equations that underlie the mathematical modeling of numerous phenomena and processes in science and technology." ["sku"]=> string(5) "C5025" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(52) "Handbook of Mathematics for Engineers and Scientists" } [4]=> object(stdClass)#109 (15) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(6) { [0]=> string(6) "SCMA20" [1]=> string(6) "MTH12A" [2]=> string(6) "MTH03A" [3]=> string(10) "SCMA102010" [4]=> string(6) "SCEC25" [5]=> string(6) "MTH09A" } ["edition"]=> int(2) ["id"]=> int(193263) ["imprint"]=> string(14) "Chapman & Hall" ["isbn"]=> string(13) "9781584882978" ["isbn10"]=> string(10) "1584882972" ["keywords"]=> string(91) "2ED SECOND SOLUTIONS EXACT DIFF SOLNS EQUATIONS DIFFERENTIAL HANDBOOK HDBK EDITION ORDINARY" ["originators"]=> array(2) { [0]=> object(stdClass)#110 (3) { ["id"]=> int(1346088) ["name"]=> string(19) "Valentin F. Zaitsev" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#111 (3) { ["id"]=> int(3667680) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2002-10-27T19:00:00-05:00" ["relevance"]=> float(5.4770484) ["shortDescription"]=> string(297) "Exact solutions of differential equations continue to play an important role in the understanding of many phenomena and processes throughout the natural sciences in that they can verify the correctness of or estimate errors in solutions reached by numerical, asymptotic, and approximate analytical" ["sku"]=> string(5) "C2972" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(63) "Handbook of Exact Solutions for Ordinary Differential Equations" } [5]=> object(stdClass)#112 (15) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(6) { [0]=> string(6) "SCMA20" [1]=> string(6) "MTH12A" [2]=> string(6) "MTH03A" [3]=> string(10) "SCMA102010" [4]=> string(6) "SCEC25" [5]=> string(6) "MTH09A" } ["edition"]=> int(1) ["id"]=> int(190429) ["imprint"]=> string(14) "Chapman & Hall" ["isbn"]=> string(13) "9781584882992" ["isbn10"]=> string(10) "1584882999" ["keywords"]=> string(98) "LINEAR ENGINRS ENGINEERS DIFFERENTI SCIENTISTS SCIENT EQUATIONS DIFFERENTIAL PARTIAL HANDBOOK HDBK" ["originators"]=> object(stdClass)#113 (3) { ["id"]=> int(3668084) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } ["publicationDate"]=> string(25) "2001-11-27T19:00:00-05:00" ["relevance"]=> float(7.279727) ["shortDescription"]=> string(297) "Following in the footsteps of the authors' bestselling Handbook of Integral Equations and Handbook of Exact Solutions for Ordinary Differential Equations, this handbook presents brief formulations and exact solutions for more than 2,200 equations and problems in science and engineering.Parabolic," ["sku"]=> string(5) "C2999" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(78) "Handbook of Linear Partial Differential Equations for Engineers and Scientists" } [6]=> object(stdClass)#114 (17) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(4) { [0]=> string(6) "MTH12A" [1]=> string(6) "MTH03A" [2]=> string(10) "SCMA102010" [3]=> string(6) "SCEC25" } ["edition"]=> int(1) ["id"]=> int(196251) ["imprint"]=> string(9) "CRC Press" ["isbn"]=> string(13) "9780415272674" ["isbn10"]=> string(10) "041527267X" ["keywords"]=> string(51) "ORDER EQUATIONS DIFFERENTIAL PARTIAL HANDBOOK FIRST" ["originators"]=> array(3) { [0]=> object(stdClass)#115 (3) { ["id"]=> int(5559776) ["name"]=> string(18) "Andrei D. 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At the beginning of each" ["sku"]=> string(6) "TF1396" ["subjectGroup"]=> string(9) "Reference" ["title"]=> string(54) "Handbook of First-Order Partial Differential Equations" } [7]=> object(stdClass)#118 (17) { ["bindingStyleCode"]=> string(4) "HARD" ["categories"]=> array(4) { [0]=> string(6) "CENG06" [1]=> string(6) "EOM09A" [2]=> string(8) "SCEC2793" [3]=> string(6) "SCEC03" } ["edition"]=> int(1) ["id"]=> int(17361) ["imprint"]=> string(9) "CRC Press" ["isbn"]=> string(13) "9780415272377" ["isbn10"]=> string(10) "0415272378" ["keywords"]=> string(57) "CHEMICAL ENGINEERING TRANSFER HYDRODYNAMICS MASS ENG HEAT" ["originators"]=> array(4) { [0]=> object(stdClass)#119 (3) { ["id"]=> int(3657944) ["name"]=> string(18) "Andrei D. Polyanin" ["roleCode"]=> string(2) "VE" } [1]=> object(stdClass)#120 (3) { ["id"]=> int(3137379) ["name"]=> string(12) "A.M. Kutepov" ["roleCode"]=> string(2) "VE" } [2]=> object(stdClass)#121 (3) { ["id"]=> int(3137380) ["name"]=> string(12) "D.A. Kazenin" ["roleCode"]=> string(2) "VE" } [3]=> object(stdClass)#122 (3) { ["id"]=> int(3137381) ["name"]=> string(12) "A.V. Vyazmin" ["roleCode"]=> string(2) "VE" } } ["publicationDate"]=> string(25) "2001-09-26T19:00:00-05:00" ["relevance"]=> float(4.575709) ["series"]=> string(30) "Topics in Chemical Engineering" ["seriesCodes"]=> string(12) "CRCTOPCHEENG" ["shortDescription"]=> string(296) "Hydrodynamics, Mass and Heat Transfer in Chemical Engineering contains a concise and systematic exposition of fundamental problems of hydrodynamics, heat and mass transfer, and physicochemical hydrodynamics, which constitute the theoretical basis of chemical engineering in science. 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