NSTL国家科技图书文献中心

1. An Analytical Approach for Yang Transform on Fractional-Order Korteweg-de Vries (KdV) Equation NSTL国家科技图书文献中心

Kapoor M. | Kour S. - 《An interdisciplinary journal of discontinuity, nonlinearity, and complexity》 - 2025,14(1) - 75～99 - 共25页

摘要： Yang transformation technique are considered to deal | © 2025 L&H Scientific Publishing, LLC. All | rights reserved.In this paper, the applications of the | with the non-linear fractional Korteweg-de Vries (KdV | ) equation and fractional coupled Korteweg-de Vries (CKdV

关键词： Caputo fractional operator | Fractional Calculus | fractional coupled KdV equation | fractional KdV equation | Yang Transform

2. Advancing non-linear PDE's solutions: modified Yang transform method with Caputo-Fabrizio fractional operator NSTL国家科技图书文献中心

Ullah, Abd | Ansari, Khursheed J.... - 《Physica Scripta》 - 2024,99(12) - 共12页

摘要：, which is named as Modified Yang* Transform ( MYT* | ) method. This approach combines Yang* transform with the* | analysis of the modified Yang* transform to nonlinear* | Nonlinear partial differential equations have | a crucial rule in many physical processes. In this

关键词： Caputo-Fabrizio fractional operator | Nonlinear PDEs | Yang transform | Adomian decomposition

3. A semi-analytical approach via yang transform on fractional-order navier-stokes equation NSTL国家科技图书文献中心

Kapoor, Mamta | Kour, Simran - 《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 - 2024,99(1) - ARTN 015234～ - 共22页

摘要：In this current, the applications of the Yang | transformation technique are taken under consideration to deal | with the non-linear fractional Navier-Stokes equation | and fractional coupled Navier-Stokes equation. The | suggested method produces approximate-analytical solutions

关键词： yang transform | fractional-order navier-stokes equation | caputo fractional derivative

4. An analytical approach for Yang transform on fractional-order heat and wave equation NSTL国家科技图书文献中心

Kapoor, Mamta | Kour, Simran - 《Physica Scripta: An International Journal for Experimental and Theoretical Physics》 - 2024,99(3) - ARTN 035222～ - 共27页 - 被引量：1

摘要： equations is presented in this paper: the Yang | . This current work addresses the Yang* transformation* | A novel approach to locate the approximate | analytical solutions for non-linear partial differential | transformation method combined with the Caputo derivative. In

关键词： heat and wave equation | caputo derivative operator | Yang transformation method | VARIATIONAL ITERATION METHOD

5. LOCAL FRACTIONAL VARIATIONAL ITERATION TRANSFORM METHOD: A TOOL FOR SOLVING LOCAL FRACTIONAL PARTIAL DIFFERENTIAL EQUATIONS NSTL国家科技图书文献中心

Jafari, Hossein | Jassim, Hassan kamil ... - 《Fractals: An interdisciplinary journal on the complex geometry of nature》 - 2024,32(4) - 共8页 - 被引量：1

摘要： transform approach and the Yang-Laplace transform. To show | variational iteration transform* method LFVITM to solve a* | In this paper, we use the local fractional | class of linear and nonlinear partial differential | equations (PDEs), as well as a system of PDEs which are

关键词： Variational Iteration Transform Method | Yang-Laplace Transform | Local Fractional Operators, Approximate Solution | NUMERICAL TECHNIQUE | DIFFUSION EQUATION

6. APPROXIMATE SOLUTION FOR TIME FRACTIONAL NONLINEAR MKDV EQUATION WITHIN LOCAL FRACTIONAL OPERATORS NSTL国家科技图书文献中心

Sun, Jian-She - 《Fractals: An interdisciplinary journal on the complex geometry of nature》 - 2024,32(4) - 共7页 - 被引量：3

摘要： Yang-Laplace transform with the Daftardar-Gejji | In this paper, we first propose a method | , which is originated from coupling local fractional | -Jafaris method (LFYLTDGJM). The proposed method is | successfully applied to solve the local time fractional

关键词： Local Fractional Yang-Laplace Transform | Local Fractional MKDV Equations | Decomposition Method | Local Fractional Operators | ITERATIVE METHOD

7. LAPLACE DECOMPOSITION METHOD FOR SOLVING THE TWO-DIMENSIONAL DIFFUSION PROBLEM IN FRACTAL HEAT TRANSFER NSTL国家科技图书文献中心

Jafari, Hossein | Jassim, Hassan kamil ... - 《Fractals: An interdisciplinary journal on the complex geometry of nature》 - 2024,32(4) - 共6页 - 被引量：1

摘要： method, first we apply the Laplace transform* and its* | In this paper, the Local Fractional Laplace | Decomposition Method (LFLDM) is used for solving a type of Two | -Dimensional Fractional Diffusion Equation (TDFDE). In this | inverse to the main equation, and then the Adomian

关键词： Fractional Diffusion Equation | Local Fractional Derivative | Adomian Decomposition Method | Yang-Laplace Transform | EQUATION

8. The Group Law for The New Internal-Spacetime Mapping Between The Group of Internal Yang-Mills Gauge Transformations and The Groups (õLB1)3 and (õLB2)3 of Spacetime Tetrad Transformations NSTL国家科技图书文献中心

Garat A. - 《Reports on Mathematical Physics》 - 2024,94(2) - 189～218 - 共30页

摘要： have been specially constructed for Yang–Mills | employed for the Yang–Mills SU(2) × U(1) formulation | Yang–Mills tetrads under the local Yang-Mills gauge | transformations not only transform* a local group into another* | © 2024 Polish Scientific PublishersIn previous

关键词： group law | new groups | new groups isomorphisms | new tetrads | nonnull electromagnetic fields | tetrad unification | Yang-Mills fields

9. On Asymptotic Distribution of Sum of SINRs NSTL国家科技图书文献中心

Zheng Shi | Fuchao He ... - 《IEEE Transactions on Vehicular Technology》 - 2024,73(11) - 17737～17742 - 共6页

摘要： coefficient. By leveraging the integral transform | calculated. Moreover, the philosophy of Yang* Hui's triangle* | We thoroughly investigate the asymptotic | distribution of sum of multiple signal-to-interference-plus | -noise-ratios (SINRs) that could be applied to the

关键词： Signal to noise ratio | Interference | Probability | Power system reliability | NOMA | Automatic repeat request

10. A study on the fractional Black-Scholes option pricing model of the financial market via the Yang-Abdel-Aty-Cattani operator NSTL国家科技图书文献中心

Surath Ghosh - 《Engineering computations: International journal for computer-aided engineering and software》 - 2024,41(3) - 611～629 - 共19页 - 被引量：2

摘要： simulations, homotopy perturbation and the Laplace transform | method (HPM) with the help of the Laplace transform* is* | using a new kind of operator, the Yang-Abdel-Aty | the help of the Laplace transform. Also, the | Purpose - Financial mathematics is one of the

摘要： Yang transformation technique are considered to deal | © 2025 L&H Scientific Publishing, LLC. All | rights reserved.In this paper, the applications of the | with the non-linear fractional Korteweg-de Vries (KdV | ) equation and fractional coupled Korteweg-de Vries (CKdV

关键词： Caputo fractional operator | Fractional Calculus | fractional coupled KdV equation | fractional KdV equation | Yang Transform

摘要：, which is named as Modified Yang* Transform ( MYT* | ) method. This approach combines Yang* transform with the* | analysis of the modified Yang* transform to nonlinear* | Nonlinear partial differential equations have | a crucial rule in many physical processes. In this

关键词： Caputo-Fabrizio fractional operator | Nonlinear PDEs | Yang transform | Adomian decomposition

摘要：In this current, the applications of the Yang | transformation technique are taken under consideration to deal | with the non-linear fractional Navier-Stokes equation | and fractional coupled Navier-Stokes equation. The | suggested method produces approximate-analytical solutions

关键词： yang transform | fractional-order navier-stokes equation | caputo fractional derivative

摘要： equations is presented in this paper: the Yang | . This current work addresses the Yang* transformation* | A novel approach to locate the approximate | analytical solutions for non-linear partial differential | transformation method combined with the Caputo derivative. In

关键词： heat and wave equation | caputo derivative operator | Yang transformation method | VARIATIONAL ITERATION METHOD

摘要： transform approach and the Yang-Laplace transform. To show | variational iteration transform* method LFVITM to solve a* | In this paper, we use the local fractional | class of linear and nonlinear partial differential | equations (PDEs), as well as a system of PDEs which are

关键词： Variational Iteration Transform Method | Yang-Laplace Transform | Local Fractional Operators, Approximate Solution | NUMERICAL TECHNIQUE | DIFFUSION EQUATION

摘要： Yang-Laplace transform with the Daftardar-Gejji | In this paper, we first propose a method | , which is originated from coupling local fractional | -Jafaris method (LFYLTDGJM). The proposed method is | successfully applied to solve the local time fractional

关键词： Local Fractional Yang-Laplace Transform | Local Fractional MKDV Equations | Decomposition Method | Local Fractional Operators | ITERATIVE METHOD

摘要： method, first we apply the Laplace transform* and its* | In this paper, the Local Fractional Laplace | Decomposition Method (LFLDM) is used for solving a type of Two | -Dimensional Fractional Diffusion Equation (TDFDE). In this | inverse to the main equation, and then the Adomian

关键词： Fractional Diffusion Equation | Local Fractional Derivative | Adomian Decomposition Method | Yang-Laplace Transform | EQUATION

摘要： have been specially constructed for Yang–Mills | employed for the Yang–Mills SU(2) × U(1) formulation | Yang–Mills tetrads under the local Yang-Mills gauge | transformations not only transform* a local group into another* | © 2024 Polish Scientific PublishersIn previous

关键词： group law | new groups | new groups isomorphisms | new tetrads | nonnull electromagnetic fields | tetrad unification | Yang-Mills fields

摘要： coefficient. By leveraging the integral transform | calculated. Moreover, the philosophy of Yang* Hui's triangle* | We thoroughly investigate the asymptotic | distribution of sum of multiple signal-to-interference-plus | -noise-ratios (SINRs) that could be applied to the

关键词： Signal to noise ratio | Interference | Probability | Power system reliability | NOMA | Automatic repeat request

摘要： simulations, homotopy perturbation and the Laplace transform | method (HPM) with the help of the Laplace transform* is* | using a new kind of operator, the Yang-Abdel-Aty | the help of the Laplace transform. Also, the | Purpose - Financial mathematics is one of the

关键词： YAC fractional derivative | Black-Scholes option pricing model | Financial market | Homotopy perturbation method | Laplace transform

4008-161-200 800-990-8900

国家科技图书文献中心

摘要： Yang transformation technique are considered to deal | © 2025 L&H Scientific Publishing, LLC. All | rights reserved.In this paper, the applications of the | with the non-linear fractional Korteweg-de Vries (KdV | ) equation and fractional coupled Korteweg-de Vries (CKdV

关键词： Caputo fractional operator | Fractional Calculus | fractional coupled KdV equation | fractional KdV equation | Yang Transform

摘要：, which is named as Modified Yang Transform ( MYT | ) method. This approach combines Yang transform with the | analysis of the modified Yang transform to nonlinear | Nonlinear partial differential equations have | a crucial rule in many physical processes. In this

关键词： Caputo-Fabrizio fractional operator | Nonlinear PDEs | Yang transform | Adomian decomposition

摘要：In this current, the applications of the Yang | transformation technique are taken under consideration to deal | with the non-linear fractional Navier-Stokes equation | and fractional coupled Navier-Stokes equation. The | suggested method produces approximate-analytical solutions

关键词： yang transform | fractional-order navier-stokes equation | caputo fractional derivative

摘要： equations is presented in this paper: the Yang | . This current work addresses the Yang transformation | A novel approach to locate the approximate | analytical solutions for non-linear partial differential | transformation method combined with the Caputo derivative. In

关键词： heat and wave equation | caputo derivative operator | Yang transformation method | VARIATIONAL ITERATION METHOD

摘要： transform approach and the Yang-Laplace transform. To show | variational iteration transform method LFVITM to solve a | In this paper, we use the local fractional | class of linear and nonlinear partial differential | equations (PDEs), as well as a system of PDEs which are

关键词： Variational Iteration Transform Method | Yang-Laplace Transform | Local Fractional Operators, Approximate Solution | NUMERICAL TECHNIQUE | DIFFUSION EQUATION

摘要： Yang-Laplace transform with the Daftardar-Gejji | In this paper, we first propose a method | , which is originated from coupling local fractional | -Jafaris method (LFYLTDGJM). The proposed method is | successfully applied to solve the local time fractional

关键词： Local Fractional Yang-Laplace Transform | Local Fractional MKDV Equations | Decomposition Method | Local Fractional Operators | ITERATIVE METHOD

摘要： method, first we apply the Laplace transform and its | In this paper, the Local Fractional Laplace | Decomposition Method (LFLDM) is used for solving a type of Two | -Dimensional Fractional Diffusion Equation (TDFDE). In this | inverse to the main equation, and then the Adomian

关键词： Fractional Diffusion Equation | Local Fractional Derivative | Adomian Decomposition Method | Yang-Laplace Transform | EQUATION

摘要： have been specially constructed for Yang–Mills | employed for the Yang–Mills SU(2) × U(1) formulation | Yang–Mills tetrads under the local Yang-Mills gauge | transformations not only transform a local group into another | © 2024 Polish Scientific PublishersIn previous

关键词： group law | new groups | new groups isomorphisms | new tetrads | nonnull electromagnetic fields | tetrad unification | Yang-Mills fields

摘要： coefficient. By leveraging the integral transform | calculated. Moreover, the philosophy of Yang Hui's triangle | We thoroughly investigate the asymptotic | distribution of sum of multiple signal-to-interference-plus | -noise-ratios (SINRs) that could be applied to the

关键词： Signal to noise ratio | Interference | Probability | Power system reliability | NOMA | Automatic repeat request

摘要： simulations, homotopy perturbation and the Laplace transform | method (HPM) with the help of the Laplace transform is | using a new kind of operator, the Yang-Abdel-Aty | the help of the Laplace transform. Also, the | Purpose - Financial mathematics is one of the

关键词： YAC fractional derivative | Black-Scholes option pricing model | Financial market | Homotopy perturbation method | Laplace transform

4008-161-200 800-990-8900

国家科技图书文献中心

摘要：, which is named as Modified Yang* Transform ( MYT* | ) method. This approach combines Yang* transform with the* | analysis of the modified Yang* transform to nonlinear* | Nonlinear partial differential equations have | a crucial rule in many physical processes. In this

摘要： equations is presented in this paper: the Yang | . This current work addresses the Yang* transformation* | A novel approach to locate the approximate | analytical solutions for non-linear partial differential | transformation method combined with the Caputo derivative. In

摘要： transform approach and the Yang-Laplace transform. To show | variational iteration transform* method LFVITM to solve a* | In this paper, we use the local fractional | class of linear and nonlinear partial differential | equations (PDEs), as well as a system of PDEs which are

摘要： method, first we apply the Laplace transform* and its* | In this paper, the Local Fractional Laplace | Decomposition Method (LFLDM) is used for solving a type of Two | -Dimensional Fractional Diffusion Equation (TDFDE). In this | inverse to the main equation, and then the Adomian

摘要： have been specially constructed for Yang–Mills | employed for the Yang–Mills SU(2) × U(1) formulation | Yang–Mills tetrads under the local Yang-Mills gauge | transformations not only transform* a local group into another* | © 2024 Polish Scientific PublishersIn previous

摘要： coefficient. By leveraging the integral transform | calculated. Moreover, the philosophy of Yang* Hui's triangle* | We thoroughly investigate the asymptotic | distribution of sum of multiple signal-to-interference-plus | -noise-ratios (SINRs) that could be applied to the

摘要： simulations, homotopy perturbation and the Laplace transform | method (HPM) with the help of the Laplace transform* is* | using a new kind of operator, the Yang-Abdel-Aty | the help of the Laplace transform. Also, the | Purpose - Financial mathematics is one of the