Quanta Magazine

Long-Sought Proof Tames Some of Math’s Unruliest Equations

Mathematicians finally understand the behavior of an important class of differential equations that describe everything from ...
GitHub

SVMClassifier-Linear Kernel - 3 class classification data

here , Linear kernel does hard classification, but OVR.predict uses score() method and does plattScaling. Please do let me know what is the possible issue here. How to get prediction result from this ...
IEEE

A Non-Linear Partial Differential Equation Solver Based on Analog Memristor Crossbar Arrays

Abstract: An analog memristor-crossbar-array-based non-linear partial differential equation (PDE) solver is developed and verified through circuit-level simulations using realistic memristor device ...
GitHub

Support linear classifier fine-tuning for classification models

OTX classification training recipes currently fine-tune all weights presented in the model. Linear classifier fine-tuning case remains uncovered. That feature request suggests to add linear classifier ...
Scientific Research Publishing

Pazy, A. (1983) Semigroups of Linear Operators and Applications to PDE. Springer.

ABSTRACT: We study the following modified transitional Korteweg-de Vries equation u t +f( t ) u p u x + u xxx =0 , ( x,t )∈ R + × R + , ( p≥2 is an even integer) with initial value u( x,0 )=g( x )∈ H ...
Scientific Research Publishing

Pazy, A. (1983) Semigroups of Linear Operators and Applications to PDE. Springer.

ABSTRACT: This paper is concerned with a modified transitional Korteweg-de Vries equation u t +f( t ) u 2 u x + u xxx =0 , ( x,t )∈ R + × R + with initial value u( x,0 )=g( x )∈ H 4 ( R + ) and ...
Frontiers

Application of Haar Scale-3 wavelet method to the solution of Buckmaster and Chaffee–Infante non-linear PDE

A novel Haar scale-3 wavelet collocation technique is proposed in this study for dealing with a specific type of parabolic Buckmaster second-order non-linear partial differential equation in a ...