Episodic training is a core ingredient of few-shot learning to train models on tasks with limited labelled data. Despite its success, episodic training remains largely understudied, prompting us to ask the question: what is the best way to sample episodes? In this paper, we first propose a method to approximate episode sampling distributions based on their difficulty. Building on this method, we perform an extensive analysis and find that sampling uniformly over episode difficulty outperforms other sampling schemes, including curriculum and easy-/hard-mining. As the proposed sampling method is algorithm agnostic, we can leverage these insights to improve few-shot learning accuracies across many episodic training algorithms. We demonstrate the efficacy of our method across popular few-shot learning datasets, algorithms, network architectures, and protocols.

For example, the MatMul operation of TensorFlow has'MatMul' as As same as the call id stack, Terra manages the loop id stack for the entire program execution. Figure 2: The result of the case assignment algorithm for the given TraceGraph.2 4 In this section, we describe the case assignment algorithm that Terra uses to explicitly insert the Switch-Case operations in the symbolic graph. The algorithm takes a TraceGraph as an input and returns an ordered list of switch-cases. A switch-case 6is a set of (basic block, control edges) where thebasic block is a linear3 chain of nodes, and the5control edges are the edges that point to the basic block. Every non-overlapping linear chain of nodes in the TraceGraph is uniquely assigned to a basic block so that the ordered list of3switch-cases 5can cover every trace in the TraceGraph.

Collaborative Metric Learning (CML) has recently emerged as a popular method in recommendation systems (RS), closing the gap between metric learning and Collaborative Filtering. Following the convention of RS, existing methods exploit unique user representation in their model design. This paper focuses on a challenging scenario where a user has multiple categories of interests. Under this setting, we argue that the unique user representation might induce preference bias, especially when the item category distribution is imbalanced. To address this issue, we propose a novel method called Diversity-Promoting Collaborative Metric Learning (DPCML), with the hope of considering the commonly ignored minority interest of the user.

We introduce regularized Frank-Wolfe, a general and effective algorithm for inference and learning of dense conditional random fields (CRFs). The algorithm optimizes a nonconvex continuous relaxation of the CRF inference problem using vanilla Frank-Wolfe with approximate updates, which are equivalent to minimizing a regularized energy function. Our proposed method is a generalization of existing algorithms such as mean field or concave-convex procedure. This perspective not only offers a unified analysis of these algorithms, but also allows an easy way of exploring different variants that potentially yield better performance. We illustrate this in our empirical results on standard semantic segmentation datasets, where several instantiations of our regularized Frank-Wolfe outperform mean field inference, both as a standalone component and as an end-to-end trainable layer in a neural network. We also show that dense CRFs, coupled with our new algorithms, produce significant improvements over strong CNN baselines.

We focus on the problem of generating high-quality, private synthetic glucose1 traces, a task generalizable to many other time series sources. Existing methods for2 time series data synthesis, such as those using Generative Adversarial Networks3 (GANs), are not able to capture the innate characteristics of glucose data and cannot4 provide any formal privacy guarantees without severely degrading the utility of the5 synthetic data. In this paper we present GlucoSynth, a novel privacy-preserving6 GAN framework to generate synthetic glucose traces. The core intuition behind our7 approach is to conserve relationships amongst motifs (glucose events) within the8 traces, in addition to temporal dynamics. Our framework incorporates differential9 privacy mechanisms to provide strong formal privacy guarantees.