New Method for Solving Large Classes of Nonlinear Systems of PDEs
Elemer E Rosinger
Abstract
The essentials of a new method in solving very large classes of nonlinear systems of PDEs, possibly associated with initial and/or boundary value problems, are presented. The PDEs can be defined by continuous, not necessarily smooth expressions, and the solutions obtained cab be assimilated with usual measurable functions, or even with Hausdorff continuous ones. The respective result sets aside completely, and with a large nonlinear margin, the celebrated 1957 impossibility of Hans Lewy regarding the nonexistence of solution in distributions of large classes of linear smooth coefficient PDEs.
Create a lesson
Related papers
Dirichlet Beta Analogues, Sign Alternation, and Lerch Unification of Hyperbolic and Logarithmic Tangent Integrals
Luc Ramsès Talla Waffo
Wirsching's Positive-Predecessor-Density Program: Proofs of Conjectures 1 and 3
Renato Augusto Tavares
The Probability That the Incenter of a Triangle Lies in a Random Diameter Disk
Stanley Rabinowitz
An explicit connected-sum family with unbounded knot Ramsey-stick gap
Meng Ji
A New Fractal Derivative and Its Integral Transform Methods for Economic Models
Krishna Mani Nath, Bipan Hazarika
A Note on the Measure of Vector and Pythagorean Theorem
Yu. V. Brezhnev