This article consists only of a collection of slides from the author's conference presentation.

The open source RISC-V ISA has been quickly gaining momentum. This paper presents Xuantie-910, an industry leading 64-bit high performance embedded RISC-V processor from Alibaba T-Head division. It is fully based on the RV64GCV instruction set and it features custom extensions to arithmetic operation, bit manipulation, load and store, TLB and cache operations. It also implements the 0.7.1 stable release of RISCV vector extension specification for high efficiency vector processing. Xuantie-910 supports multi-core multi-cluster SMP with cache coherence. Each cluster contains 1 to 4 core(s) capable of booting the Linux operating system. Each single core utilizes the state-of-the-art 12-stage deep pipeline, out-of-order, multi-issue superscalar architecture, achieving a maximum clock frequency of 2.5 GHz in the typical process, voltage and temperature condition in a TSMC 12nm FinFET process technology. Each single core with the vector execution unit costs an area of 0.8 mm2, (excluding the L2 cache). The toolchain is enhanced significantly to support the vector extension and custom extensions. Through hardware and toolchain co-optimization, to date Xuantie-910 delivers the highest performance (in terms of IPC, speed, and power efficiency) for a number of industrial control flow and data computing benchmarks, when compared with its predecessors in the RISC-V family. Xuantie-910 FPGA implementation has been deployed in the data centers of Alibaba Cloud, for applicationspecific acceleration (e.g., blockchain transaction). The ASIC deployment at low-cost SoC applications, such as IoT endpoints and edge computing, is planned to facilitate Alibaba’s end-to-end and cloud-to-edge computing infrastructure.

Abstract Surface Ricci flow is a powerful tool to design Riemannian metrics by user defined curvatures. Discrete surface Ricci flow has been broadly applied for surface parameterization, shape analysis, and computational topology. Conventional discrete Ricci flow has limitations. For meshes with low quality triangulations, if high conformality is required, the flow may get stuck at the local optimum of the Ricci energy. If convergence to the global optimum is enforced, the conformality may be sacrificed. This work introduces a novel method to generalize the traditional discrete Ricci flow. The generalized Ricci flow is more flexible, more robust and conformal for meshes with low quality triangulations. Conventional method is based on circle packing, which requires two circles on an edge intersect each other at an acute angle. Generalized method allows the two circles either intersect or separate from each other. This greatly improves the flexibility and robustness of the method. Furthermore, the generalized Ricci flow preserves the convexity of the Ricci energy, this ensures the uniqueness of the global optimum. Therefore the algorithm won't get stuck at the local optimum. Generalized discrete Ricci flow algorithms are explained in details for triangle meshes with both Euclidean and hyperbolic background geometries. Its advantages are demonstrated by theoretic proofs and practical applications in graphics, especially surface parameterization.