ADİ DİFERANSİYEL DENKLEMLER İÇİN BİR NOT: K-KARE DİFERANSİYEL DENKLEMLER VE ÇÖZÜMLERİ
A NOTE FOR ORDINARY DIFFERENTIAL EQUATIONS: K-SQUARE DIFFERENTIAL EQUATIONS AND SOLUTIONS |
Matematik Analiz, Adi diferansiyel denklem, Lineer diferansiyel denklem, lineer olmayan Diferansiyel denklem, k-Katlı İntegral, |
Mathematical Analysis, Ordinary Differential Equations, Linear Differential Equations, Nonlinear Differential Equations, k-fold Integral , |
Physical Sciences, Year : 2018, Volume : 13, Issue : 4, Published Date : 1.10.2018 |
|
YENİ BİR YARDIMCI DENKLEM KULLANARAK KESİRLİ RLW BURGES DENKLEMI IÇIN TAM ÇÖZÜM BULMA
FINDING EXACT SOLUTION BY USING A NEW AUXILIARY EQUATION FOR FRACTIONAL RLW BURGES EQUATION |
Kesirli Lineer Olmayan Kısmi Diferensiyel Denklemler, Denklemler, Kesirli RLW Burgers Denklemi, Modified Riemann–Liouville Türevi, Lineer Olmayan Kısmi Diferensiyel Denklemler, Riemann–Liouville Türevi, |
Fractional Nonlinear Partial Differential Equations, Fractional RLW Burgers Equation, Modified Riemann–Liouville Derivative, Nonlinear Partial Differential Equations, Equations, Riemann–Liouville Derivative, |
Physical Sciences, Year : 2013, Volume : 8, Issue : 1, Published Date : 1.01.2013 |
|
BAZI KESİRLİ LİNEER OLMAYAN KISMİ DİFERENSİYEL DENKLEMLER İÇİN KUDRYASHOV METODU İLE TAM ÇÖZÜM
EXACT SOLUTIONS FOR SOME FRACTIONAL NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS VIA KUDRYASHOV METHOD |
Kesirli Lineer Olmayan Kısmi Diferensiyel Denklemler, Kesirli RLW Burgers Denklemi, Kesirli CRWP Denklemi, Kudryashov Metod, Lineer Olmayan Kısmi Differansiyel Denklem, |
The Fractional Nonlinear Partial Differential Equation, Equation, The Fractional RLW Burgers Equation, The Fractional CRW Equation, Kudryashov Method, Nonlinear Partial Differential Equation, |
Physical Sciences, Year : 2013, Volume : 8, Issue : 1, Published Date : 1.01.2013 |
|
DİFERANSİYEL DÖNÜŞÜM/SONLU FARK YÖNTEMİ İLE DENKLEM SİSTEMLERİNİN ÇÖZÜMLERİ
SOLUTIONS OF THE SYSTEM OF DIFFERENTIAL EQUATIONS BY DIFFERENTIAL TRANSFORM/FINITE DIFFERENCE METHOD |
Denklem sistemleri, Nümerik Analiz, Diferansiyel Dönüşüm Metodu, Sonlu Fark Metodu, Hibrit metot, |
System of differential Equations, Numerical Analysis, Differential Transform Method, Finite Difference Method, Hybrid Method, |
Physical Sciences, Year : 2012, Volume : 7, Issue : 2, Published Date : 1.04.2012 |
|
BİR TİP BULANIK DOĞRUSAL DİFERANSİYEL DENKLEM SİSTEMİNİN ÇÖZÜMÜ
SOLVING A TYPE OF FUZZY LINEAR SYSTEMS OF DIFFERENTIAL EQUATIONS |
Afet Golayoglu Fatullayev , Şahin Emrah Amrahov , Nizami GASİLOV |
Bulanık doğrusal diferansiyel denklem sistemi, Bulanık küme, Doğrusal dönüşüm, Bulanık sayı, Elips, elipsoit, |
Fuzzy linear system of differential equations, Fuzzy set, Linear transformation, Fuzzy number, Ellipse, ellipsoid, |
Engineering Sciences, Year : 2011, Volume : 6, Issue : 1, Published Date : 1.01.2011 |
|
INVERSE PROBLEM FOR PERIODIC STURM-LIOUVILLE OPERATOR
PERİYODİK STURM-LIOUVILLE OPERATORÜ İÇİN TERS PROBLEM |
Hill denklemi, Spektrum, Genel dejenere, Normlaştırıcı sayılar, Dönüşüm operatörü, |
Hill equation, Spectrum, General degeneracy, Normalized numbers, Translation operator, |
Physical Sciences, Year : 2011, Volume : 6, Issue : 1, Published Date : 1.01.2011 |
|
EXACT COMPLEX SOLUTIONS FOR SOME NONLINEAR PARTIAL DIFFERANTIAL EQUATIONS
BAZI NONLİNEER KISMİ DİFERANSİYEL DENKLEMLER İÇİN TAM KARMAŞIK ÇÖZÜMLER |
7.dereceden Lax KDV denklemi, (2+1) Boyutlu (KD) Denklemi, Direk Cebirsel Metot, Kompleks Çözümler, Diferansiyel Denklem, |
Seventh Degree Lax KDV Equation, (2+1) Dimensional (KD) Equation, Direct Algebraic Method, Complex Solutions,, Differential Equation, |
Physical Sciences, Year : 2011, Volume : 6, Issue : 1, Published Date : 1.01.2011 |
|
BİR SORUNUN SÖYLEDİKLERİ: FONKSİYONLAR VE GRAFİKLERİ KONUSUNDA BİR ÖZEL DURUM ÇALIŞMASI
WHAT A QUESTION TELLS: A CASE STUDY ABOUT FUNCTIONS AND GRAPHICS |
Yaygın Yanlışlar , Kavram Yanılgısı , Denklem , Fonksiyonlar, Fonksiyon Grafiği, |
Common Mistakes, Misconceptions , Equation , Functions , Graphics of Functions, |
Education Sciences, Year : 2010, Volume : 5, Issue : 4, Published Date : 1.10.2010 |
|
BEŞİNCİ MERTEBEDEN KdV DENKLEMİ VE KAUP-KUPERSHMIDT DENKLEMİNİN HAREKET EDEN DALGA ÇÖZÜMLERİ İÇİN -AÇILIM METODU
(G'/G) — EXPANSYON METHOD FOR THE TRAVELLYNG WAVE SOLUTYONS OF FIFTH ORDER KDV EQUATION AND KAUP-KUPERSHMIDT EQUATION |
Beşinci mertebeden KdV denklemi, Kaup-Kupershmidt denklemi, (G'/G)- Açılım metodu, Hareket eden dalga çözümleri, Lineer olmayan kısmi diferensiyel denklemler, |
Fifth order KdV equation, Kaup-Kupershmidt equation, (G'/G)- expansion method, Traveling wave solutions, Nonlinear partial differential equations, |
Physical Sciences, Year : 2010, Volume : 5, Issue : 1, Published Date : 1.01.2010 |
|
A STUDY ON THE NUMERICAL SOLUTION OF THE THIRD-ORDER DISPERSIVE EQUATIONS WITH HOMOTOPY PERTURBATION METHOD
ÜÇ BOYUTLU DİSPERSİVE DENKLEMİNİN HOMOTOPİ PERTÜRBASYON METODU İLE NÜMERİK ÇÖZÜMLERİ ÜZERİNE BİR ÇALIŞMA |
Üçboyutlu Dispersive Denklemi, Homotopi Pertürbasyon Metodu, Kısmi Diferensiyel Denklemler, Bir ve Daha Yüksek Boyutlu Uzay, Yüksek Boyutlu Uzaylar, |
Third-Order Dispersive Equations, Homotopy Perturbation Method, Partial Differential Equations, One- And Higher-Dimensional Spaces, Higher-Dimensional Spaces, |
Physical Sciences, Year : 2010, Volume : 5, Issue : 1, Published Date : 1.01.2010 |
|
CAUCHY-RIEMANN DENKLEMLERİ VE HOLOMORF (ANALİTİK) FONKSİYONLAR ÜZERİNE
ON CAUCHY-RIEMANN EQUATIONS AND HOLOMORPHIC (ANALYTICAL) FUNCTIONS |
Analiz, Kompleks, Fonksiyon, Holomorf (Analitik), Denklemler, |
Analysis, Complex, Function, Holomorphic (Analytical), Equations, |
Physical Sciences, Year : 2009, Volume : 4, Issue : 4, Published Date : 1.10.2009 |
|
DUAL FONKSİYONLARI KULLANARAK DİFRERANSİYEL DENKLEMLERİN ÇÖZÜMÜ
THE SOLUTION OF DIFFERENTIAL EQUATIONS USING DUAL FUNCTIONS |
Dual Sayılar, Dual Vektörler, Dual Fonksiyonlar, Diferansiyel Denklemler, Lineer Diferansiyel Denklem, |
Dual Numbers, Dual Vectors, Dual Function, Differential Equations, Linear Differential Equation, |
Physical Sciences, Year : 2009, Volume : 4, Issue : 4, Published Date : 1.10.2009 |
|
BAZI LİNEER OLMAYAN KISMİ DİFERENSİYEL DENKLEMLER İÇİN YENİ PERİYODİK VE ÇOK KATLI SOLİTON ÇÖZÜMLER
DOUBLE-PERIODIC AND MULTIPLE SOLITON SOLUTIONS FOR SOME NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS |
KdV Denklemi, (2+1)- Boyutlu Çift KdV Sistemi, Genelleştirilmiş Jaccobi Eliptik Fonksiyon Metot, Çift Periyodik Çözümler, Çok Katlı Soliton Çözümler, |
KdV Equation, (2+1)-Dimensional Coupled Kdv System, Generalized Jacobi Elliptic Function Method, Double-Periodic Solutions, Multiple Soliton Solutions, |
Physical Sciences, Year : 2009, Volume : 4, Issue : 3, Published Date : 1.07.2009 |
|
BEŞİNCİ MERTEBEDEN Kdv DENKLEMİ VE (3+1) BOYUTLU BURGERS DENKLEMİ İÇİN KOMPLEKS ÇÖZÜMLER
COMPLEX SOLUTIONS FOR FIFTH ORDER KdV EQUATION AND (3+1) DIMENSIONAL BURGERS EQUATION |
Beşinci Mertebeden Kdv Denklemi, (3+1) Boyutlu Burgers Denklemi, Doğrudan Cebirsel Metot, Kompleks Çözümler, Seyahat Eden Dalga Çözümleri, |
Fifth Order Kdv Equation, (3+1) Dimensional Burgers Equation, Direct Algebraic Method, Complex Solutions, Traveling Wave Solutions, |
Physical Sciences, Year : 2009, Volume : 4, Issue : 3, Published Date : 1.07.2009 |
|
MİNİMUM ENERJİ İLE LİNEER SİSTEMDE OPTİMAL KONTROL ETMEK
THE CONTROL OPTIMAL IN LINEAR SYSTEM WITH MINIMUM ENERGY |
Minimum Enerji, Matris, Lineer Denklem Sistemleri, Hiper Düzlem, Hilbert Uzayı, |
Minimum Energy, Matrices, Linear Equation Systems, Hyper Plane, Hilbert Space, |
Physical Sciences, Year : 2008, Volume : 3, Issue : 4, Published Date : 1.10.2008 |
|
A COMPARSION AMONG HOMOTOPY PERTURBATION METHOD AND THE DECOMPOSITION METHOD WITH THE VARIATIONAL ITERATION METHOD FOR HELMHOLTZ EQUATION
HELMHOLTZ DENKLEMİ İÇİN HOMOTOPY PERTÜRBATİON, DECOMPOSİTİON METHOD VE VARİATİONAL İTERASYON YÖNTEMLERİ ARASINDA BİR KARŞILAŞTIRMA |
Helmholtz Equation, The Decomposition Method, Homo, |
Helmholtz denklemi, Decomposition Methodu, Homotop, |
Physical Sciences, Year : 2008, Volume : 3, Issue : 1, Published Date : 1.01.2008 |
|
NEW MULTIPLE SOLUTION TO THE SHALLOW WATER WAVE EQUATION
SHALLOW WATER WAVE DENKLEMİ İÇİN YENİ ÇOK YÖNLÜ ÇÖZÜM |
Tanh Function Method, Riccati Denklemi, Shallow Wa, |
Tanh Fonksiyon Metodu, Riccati Denklemi, Shallow W, |
Physical Sciences, Year : 2006, Volume : 1, Issue : 4, Published Date : 1.10.2006 |
|