UOML may not always be the easiest with which to work. Even though many editing tools are out there, not all provide a easy solution. We developed DocHub to make editing straightforward, no matter the form format. With DocHub, you can quickly and easily embed space in UOML. In addition to that, DocHub provides a range of other functionality such as document generation, automation and management, field-compliant eSignature tools, and integrations.
DocHub also enables you to save time by creating document templates from paperwork that you use frequently. In addition to that, you can benefit from our numerous integrations that allow you to connect our editor to your most utilized programs easily. Such a solution makes it fast and simple to deal with your files without any delays.
DocHub is a handy tool for personal and corporate use. Not only does it provide a comprehensive set of capabilities for document generation and editing, and eSignature implementation, but it also has a range of tools that come in handy for developing complex and streamlined workflows. Anything uploaded to our editor is saved risk-free according to major field standards that protect users' data.
Make DocHub your go-to option and simplify your document-centered workflows easily!
okay can you hear me now yes okay and do you have background noise because it is warm in here and iamp;#39;ve got the ac running but i donamp;#39;t want to have that white noise on the bothering everyone uh thereamp;#39;s no noise so great all right um so thank you very much for the uh lovely introduction and thank you everybody for the great talks before and iamp;#39;m going to take a slightly dif ask a slightly different question here namely i iamp;#39;m interested not necessarily so much in the training dynamics but in the hypothesis class for deep and very wide multi-layer networks and then the relation to training dynamics eventually but so um what iamp;#39;m going to so iamp;#39;m going to talk first about the continuous approach to mean machine learning and in relation to that possibly what is often described as the mean field regime and then weamp;#39;re going to talk about approximation properties of deep radio or multi-layer railroad networks which become very wide um