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Publication : communications in mathematical physics

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Academic Journal

A Solution Space for a System of Null-State Partial Differential Equations: Part 4.

Authors : Flores, Steven ; Kleban, Peter¹

Source: Communications in Mathematical Physics. Jan2015, Vol. 333 Issue 2, p669-715. 47p.

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Academic Journal

A Solution Space for a System of Null-State Partial Differential Equations: Part 3.

Authors : Flores, Steven ; Kleban, Peter¹

Source: Communications in Mathematical Physics. Jan2015, Vol. 333 Issue 2, p597-667. 71p.

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Academic Journal

A Solution Space for a System of Null-State Partial Differential Equations: Part 2.

Authors : Flores, Steven ; Kleban, Peter¹

Source: Communications in Mathematical Physics. Jan2015, Vol. 333 Issue 1, p435-481. 47p.

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Academic Journal

A Solution Space for a System of Null-State Partial Differential Equations: Part 1.

Authors : Flores, Steven ; Kleban, Peter¹

Source: Communications in Mathematical Physics. Jan2015, Vol. 333 Issue 1, p389-434. 46p.

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Academic Journal

Quantum vs. Classical Algorithms for Solving the Heat Equation.

Authors : Linden, Noah¹ (AUTHOR); Montanaro, Ashley¹ (AUTHOR) ; Shao, Changpeng¹ (AUTHOR)

Source: Communications in Mathematical Physics. Oct2022, Vol. 395 Issue 2, p601-641. 41p.

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Academic Journal

Periodic Solutions for a Class of Nonlinear Partial Differential Equations in Higher Dimension.

Authors : Gentile, Guido¹ ; Procesi, Michela²

Source: Communications in Mathematical Physics. Aug2009, Vol. 289 Issue 3, p863-906. 44p.

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Academic Journal

A KAM Theorem for Hamiltonian Partial Differential Equations in Higher Dimensional Spaces.

Authors : Jiansheng Geng¹; Jiangong You¹

Source: Communications in Mathematical Physics. Feb2006, Vol. 262 Issue 2, p343-372. 30p.

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Academic Journal

Diffusion of Power in Randomly Perturbed Hamiltonian Partial Differential Equations.

Authors : Kirr, E.¹; Weinstein, M. I.^2,3

Source: Communications in Mathematical Physics. Apr2005, Vol. 255 Issue 2, p293-328. 36p.

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Academic Journal

Homogenized Dynamics of Stochastic Partial Differential Equations with Dynamical Boundary Conditions.

Authors : Wei Wang¹ ; Jinqiao Duan²

Source: Communications in Mathematical Physics. Sep2007, Vol. 275 Issue 1, p163-186. 24p. 1 Diagram.

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Gradient Bounds and Rigidity Results for Singular, Degenerate, Anisotropic Partial Differential Equations.

Authors : Cozzi, Matteo ; Farina, Alberto ; Valdinoci, Enrico

Source: Communications in Mathematical Physics. Oct2014, Vol. 331 Issue 1, p189-214. 26p.

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فلترة النتائج

A Solution Space for a System of Null-State Partial Differential Equations: Part 4.

A Solution Space for a System of Null-State Partial Differential Equations: Part 3.

A Solution Space for a System of Null-State Partial Differential Equations: Part 2.

A Solution Space for a System of Null-State Partial Differential Equations: Part 1.

Quantum vs. Classical Algorithms for Solving the Heat Equation.

Periodic Solutions for a Class of Nonlinear Partial Differential Equations in Higher Dimension.

A KAM Theorem for Hamiltonian Partial Differential Equations in Higher Dimensional Spaces.

Diffusion of Power in Randomly Perturbed Hamiltonian Partial Differential Equations.

Homogenized Dynamics of Stochastic Partial Differential Equations with Dynamical Boundary Conditions.

Gradient Bounds and Rigidity Results for Singular, Degenerate, Anisotropic Partial Differential Equations.

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