LEADER 00709nam0-22002531i-450- 001 990003623220403321 005 20001010 035 $a000362322 035 $aFED01000362322 035 $a(Aleph)000362322FED01 035 $a000362322 100 $a20000920d1912----km-y0itay50------ba 101 0 $aita 105 $ay-------001yy 200 1 $aALMANACCO Italiano$ePiccola enciclopedia popolare della vita pratica e annuario di plomativo e statistico. 210 $as.l.$cs.e.$d1912 801 0$aIT$bUNINA$gRICA$2UNIMARC 901 $aBK 912 $a990003623220403321 952 $aSE 041.010.06-VII$bS.I.$fDECSE 959 $aDECSE 996 $aAlmanacco Italiano$9257661 997 $aUNINA DB $aING01 LEADER 06351nam 2200505 450 001 996466387403316 005 20230621200300.0 010 $a3-030-77139-3 035 $a(CKB)5340000000068547 035 $a(MiAaPQ)EBC6792502 035 $a(Au-PeEL)EBL6792502 035 $a(OCoLC)1280604499 035 $a(PPN)25829681X 035 $a(EXLCZ)995340000000068547 100 $a20220718d2021 uy 0 101 0 $aeng 135 $aurcnu|||||||| 181 $ctxt$2rdacontent 182 $cc$2rdamedia 183 $acr$2rdacarrier 200 10$aSharpening mathematical analysis skills /$fAlina Sintamarian, Ovidiu Furdui 210 1$aCham, Switzerland :$cSpringer,$d[2021] 210 4$d©2021 215 $a1 online resource (543 pages) 225 1 $aProblem Books in Mathematics,$x2197-8506 311 $a3-030-77138-5 327 $aIntro -- Preface -- Contents -- Notations -- Part I Theory and Problems -- 1 Sequences of Real Numbers -- 1.1 Limits of Sequences -- 1.2 Applications of Stolz-Cesàro Theorem, the ?/? and the 0/0 Cases -- 1.3 Wolstenholme Sequences -- 1.4 Limits of Integrals -- 2 Series of Real Numbers -- 2.1 Miscellaneous Series -- 2.2 Applications of Abel's Summation Formula -- 2.3 Series with Positive Terms -- 2.4 Alternating Series -- 2.5 Series with Harmonic Numbers and Factorials -- 2.6 A Mosaic of Series -- 3 Power Series -- 3.1 Convergence and Sum of Power Series -- 3.2 Maclaurin Series of Elementary Functions -- 3.3 Gems with Numerical and Power Series -- 3.4 Single Zeta Series -- 3.5 Polylogarithm Series -- 3.6 Inequalities and Integrals -- 3.7 Generating Functions -- 3.8 Series with Harmonic and Skew-Harmonic Numbers -- 3.9 Remarkable Numerical and Function Series -- 3.10 Multiple Series with the Riemann Zeta Function -- 3.11 Series Involving Products of Harmonic Numbers -- 4 Derivatives and Applications -- 4.1 Apéritif -- 4.2 Integral Equations -- 4.3 Differential Equations -- 4.4 Higher Order Derivatives -- 4.5 Taylor's Formula -- 4.6 Series with the Maclaurin Remainder of a Function f -- 4.7 Series with Fractional Part Function -- 4.8 Extrema of One Variable Functions -- 5 Partial Derivatives and Applications -- 5.1 Partial Derivatives, the Jacobian and the Hessian Matrices, Differential Operators -- 5.2 The Chain Rule -- 5.3 Homogeneous Functions. Euler's Identity -- 5.4 Taylor's Formula for Real Functions of Two Real Variables -- 5.5 The Differential of Several Real Variable Functions -- 5.6 Extrema of Several Real Variable Functions -- 6 Implicit Functions -- 6.1 Implicit Functions of One Real Variable Defined by an Equation -- 6.2 Implicit Functions of Two Real Variables Defined by an Equation. 327 $a6.3 Implicit Functions of One Real Variable Defined by a System of Equations -- 6.4 Implicit Functions of Two Real Variables Defined by a System of Equations -- 7 Challenges, Gems, and Mathematical Beauties -- 7.1 Limits of Sequences -- 7.2 Limits of Integrals -- 7.3 Convergence and Evaluation of Series -- 7.4 Harmonic Series -- 7.5 Series with Factorials -- 7.6 Series of Functions -- 7.7 Pearls of Series with Tails of Zeta Function Values -- 7.8 Exotic Zeta Series -- 7.9 Special Differential Equations -- 7.10 Inequalities -- 7.11 Fabulous Integrals -- 8 An Artistry of Quadratic Series: Two New Proofs of Sandham-Yeung Series -- 8.1 The First Proof -- 8.2 The Second Proof -- Part II Solutions -- 9 Sequences of Real Numbers -- 9.1 Limits of Sequences -- 9.2 Applications of Stolz-Cesàro Theorem, the ?/? and the 0/0 Cases -- 9.3 Wolstenholme Sequences -- 9.4 Limits of Integrals -- 10 Series of Real Numbers -- 10.1 Miscellaneous Series -- 10.2 Applications of Abel's Summation Formula -- 10.3 Series with Positive Terms -- 10.4 Alternating Series -- 10.5 Series with Harmonic Numbers and Factorials -- 10.6 A Mosaic of Series -- 11 Power Series -- 11.1 Convergence and Sum of Power Series -- 11.2 Maclaurin Series of Elementary Functions -- 11.3 Gems with Numerical and Power Series -- 11.4 Single Zeta Series -- 11.5 Polylogarithm Series -- 11.6 Inequalities and Integrals -- 11.7 Generating Functions -- 11.8 Series with Harmonic and Skew-Harmonic Numbers -- 11.9 Remarkable Numerical and Function Series -- 11.10 Multiple Series with the Riemann Zeta Function -- 11.11 Series Involving Products of Harmonic Numbers -- 12 Derivatives and Applications -- 12.1 Apéritif -- 12.2 Integral Equations -- 12.3 Differential Equations -- 12.4 Higher Order Derivatives -- 12.5 Taylor's Formula -- 12.6 Series with the Maclaurin Remainder of a Function f. 327 $a12.7 Series with Fractional Part Function -- 12.8 Extrema of One Variable Functions -- 13 Partial Derivatives and Applications -- 13.1 Partial Derivatives, the Jacobian and the Hessian Matrices, Differential Operators -- 13.2 The Chain Rule -- 13.3 Homogeneous Functions. Euler's Identity -- 13.4 Taylor's Formula for Real Functions of Two Real Variables -- 13.5 The Differential of Several Real Variable Functions -- 13.6 Extrema of Several Real Variable Functions -- 14 Implicit Functions -- 14.1 Implicit Functions of One Real Variable Defined by an Equation -- 14.2 Implicit Functions of Two Real Variables Defined by an Equation -- 14.3 Implicit Functions of One Real Variable Defined by a System of Equations -- 14.4 Implicit Functions of Two Real Variables Defined by a System of Equations -- 15 Challenges, Gems, and Mathematical Beauties -- 15.1 Limits of Sequences -- 15.2 Limits of Integrals -- 15.3 Convergence and Evaluation of Series -- 15.4 Harmonic Series -- 15.5 Series with Factorials -- 15.6 Series of Functions -- 15.7 Pearls of Series with Tails of Zeta Function Values -- 15.8 Exotic Zeta Series -- 15.9 Special Differential Equations -- 15.10 Inequalities -- 15.11 Fabulous Integrals -- References -- Index. 410 0$aProblem books in mathematics. 606 $aMathematical analysis 606 $aAnàlisi matemàtica$2thub 608 $aLlibres electrònics$2thub 615 0$aMathematical analysis. 615 7$aAnàlisi matemàtica 676 $a515 700 $aSintamarian$b Alina$01072426 702 $aFurdui$b Ovidiu 801 0$bMiAaPQ 801 1$bMiAaPQ 801 2$bMiAaPQ 906 $aBOOK 912 $a996466387403316 996 $aSharpening mathematical analysis skills$92900985 997 $aUNISA LEADER 05615nam1 2200841 i 450 001 CFI0021325 005 20251003044110.0 010 $a8834830989 100 $a19861204g1971 ||||0itac50 ba 101 | $aita 102 $ait 181 1$6z01$ai $bxxxe 182 1$6z01$an 183 1$6z01$anc$2RDAcarrier 200 1 $aCorso di diritto processuale civile$fCrisanto Mandrioli 210 $aTorino$cG. Giappichelli 215 $a v.$d25 cm. 463 1$1001CFI0021324$12001 $a1$eNozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001CFI0021326$12001 $a2$eˆIl ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001CFI0022223$12001 $a3$eˆL'‰esecuzione forzata, i procedimenti speciali, il processo del lavoroe dell'equo canone$fCrisanto Mandrioli$v3 463 1$1001CFI0061130$12001 $a1$eNozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001CFI0061133$12001 $a2$eˆIl ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001CFI0089618$12001 $a3$eˆL'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e dell'equo canone$fCrisanto Mandrioli$v3 463 1$1001CFI0159135$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e dell'equo canone$fCrisanto Mandrioli$v3 463 1$1001CFI0164717$12001 $a1$eNozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001CFI0164719$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001CFI0166723$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001CFI0166724$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001CFI0409573$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001CFI0409576$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001CFI0409579$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e i processi locatizio e agrario$fCrisanto Mandrioli$v3 463 1$1001IEI0029031$12001 $aˆVol.2: Il ‰processo di cognizione$v2 463 1$1001MIL0079886$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e i processi locatizio e agrario$fCrisanto Mandrioli$v3 463 1$1001RAV0225093$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001RAV0225193$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001REA0032004$12001 $aˆ2: Il ‰processo di cognizione$v2 463 1$1001RMG0017938$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001RMG0018315$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001RMG0019532$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e i processi locatizio e agrario$fCrisanto Mandrioli$v3 463 1$1001SBL0324005$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001SBL0587417$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001SBL0587418$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001SBL0587419$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il nuovo processo del lavoro$fCrisanto Mandrioli$v3 463 1$1001TO00301822$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e i processi locatizio e agrario$fCrisanto Mandrioli$v3 463 1$1001TO00574755$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001TO00767297$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il nuovo processo del lavoro$fMandrioli Crisanto$v3 463 1$1001UBO0279083$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001UBO0285853$12001 $aˆ1: ‰Nozioni introduttive e disposizioni generali$fCrisanto Mandrioli$v1 463 1$1001UBO0285855$12001 $aˆ2: Il ‰processo di cognizione$fCrisanto Mandrioli$v2 463 1$1001URB0314085$12001 $aˆ3: L'‰esecuzione forzata, i procedimenti speciali, il processo del lavoro e dell'equo canone$fCrisanto Mandrioli$v3 606 $aDiritto processuale civile$2FIR$3CFIC001489$9E 676 $a347.05$9TRIBUNALI CIVILI. PROCEDURA$v21 676 $a347.45$9Diritto processuale civile. Italia.$v20 676 $a347.45$9DIRITTO PROCESSUALE CIVILE E TRIBUNALI CIVILI. ITALIA$v21 676 $a347.4502632$9Diritto processuale civile$v20 676 $a347.4505$9PROCEDURA CIVILE. ITALIA$v19 676 $a347.4505$9PROCEDURA CIVILE. ITALIA$v21 676 $a347.4505$9Procedura civile. Italia$v22 700 1$aMandrioli$b, Crisanto$3CFIV011182$4070$0227204 801 3$aIT$bIT-000000$c19861204 850 $aIT-BN0095 $aIT-AV0007 $aIT-NA0070 $aIT-NA0013 $aIT-AV0193 901 $bNAP 01$cD $n$ 901 $bNAP ME$cTARTAGLIA $n$ 901 $bNAP BU$c5 B $nPropedeutica. Formato cm. 20,1-28. 901 $bNAP BU$cCONS. $nConsultazione. 901 $bNAP GI$cMODERNA $n$ 901 $bNAP AV$cMANCINO $n$ 912 $aCFI0021325 950 1$aBiblioteca Centralizzata di Ateneo$bv. 3$c1 v.$d 01D (AR) 14 552 967 $m33 977 $a 01$a AV$a BU$a GI$a ME 996 $aCorso di diritto processuale civile$9224719 997 $aUNISANNIO