CULA was developed to be a GPU-accelerated linear algebra library that utilizes the NVIDIA CUDA parallel computing architecture to dramatically improve the computation speed of sophisticated mathematics.
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High Performance Computing (HPC) is a field of computer science,
computer engineering, and computer architecture, concerned
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be built today.
HPC is using supercomputers to solve the biggest problems.
For example, some of the major challenges facing humanity, such as
how to deal with climate change and global energy supply, are
too large to be solved with single computers. Computational
simulations are used to study the response of complex
physical systems to applications such as climate change, bio-
geology, reactor design, and deep-sea exploration.
Massively parallel supercomputers have a number of different
kinds of problems that are best addressed with their
capacities. It is too expensive to build enough
computers with sufficient memory and storage capacity for
every problem. Instead, massively parallel supercomputers
build clusters of inexpensive computers. Individual
computers are grouped together to form a cluster.
Appropriate algorithms are then written to manage the
distributed computing. Approximations are then
implemented on the clusters.
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CULA Basic Crack [Win/Mac]
CULA is a GPU-accelerated linear algebra library that allows programmers to use a high-speed linear algebra library on the GPU. With this approach, applications will not be locked to a single platform for their linear algebra needs. CULA is developed to be an extension to existing linear algebra libraries, such as BLAS, offering performance and programming flexibility over traditional CPU-only alternatives.
The major advantage of using CULA is the ability to run your existing codes on the GPU platform without prior knowledge or re-compilation. Since CULA is an extension of existing linear algebra libraries, CULA supports all of the existing BLAS functions. Users are able to take advantage of CULA’s different parameter configurations, features, and performance. By using CULA, one can consider moving their CPU-only linear algebra applications to the GPU platform and quickly see benefits.
CULA is an extension to the C/Fortran languages. CULA is written in the C programming language and compiled to a byte code. CUDA runtime library is only needed for functions in the GPU, such as matrix multiplication and matrix addition, which are functions performed by CUDA. The GPU is not needed to access memory which requires CPU to access.
CULA provides different configuration options for users. The CULA library handles all of the CUDA programming details automatically and users are able to focus on the application instead of the cu programs.
Benefit of Using CULA
CULA will make linear algebra libraries more useful than ever. Currently, GPU-accelerated linear algebra libraries are expensive and difficult to get started. CULA alleviates these problems and will allow users to effectively use linear algebra libraries on the GPU.
The major advantage of using CULA is the ability to run your existing codes on the GPU platform without prior knowledge or re-compilation. Since CULA is an extension of existing linear algebra libraries, CULA supports all of the existing BLAS functions. Users are able to take advantage of CULA’s different parameter configurations, features, and performance. By using CULA, one can consider moving their CPU-only linear algebra applications to the GPU platform and quickly see benefits.
In addition to the above benefits, CULA serves as a testbed for CUDA library developers. CULA is a basic linear algebra library built with CUDA and is a first step in the development of CUDA. CUDA library
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CULA is developed to provide high performance linear algebra functions with tens of thousands of parameters. On the other hand, it is well known that CUDA provides an environment with hundreds of thousands of parallel threads. Since CULA has three major linear algebra functions that require floating point operations, we have to merge three major parts into one library while making sure that different parts are suitable with each other.
CULA has been carefully implemented to provide multiple functions, which show great performance improvement on the different hardware. Furthermore, CULA has been designed to be highly flexible to support most existing math modules.
According to CULA basic description, all functions are implemented in C programming language. This allows the developer to make the optimized implementation. For example, the optimization techniques and custom optimizations can be easily designed in C programs. In particular, multiple library functions can be gathered together into one program in the real time application or the application which has particular problems such as memory starvation.
CULA has been carefully implemented to provide unique features. For example, the algorithms are carefully designed to support explicitly different requirements of different devices. For example, for the numerical range of 8-128 (s8-s128), s8-16, 32-64, s64-64, s128-128, we provide three types of algorithms, while for the rest numerical ranges, we provide the two algorithms.
CULA also provides a number of functions that can run in parallel. For example, the entry level version of SATKPACK and SATKPACKFOR can solve up to 100 Gaussian elimination problems simultaneously. If a developer wants to do complicated things such as 3D integration in parallel, the developer can use CULA in a straightforward manner.
CULA is designed to support all linear algebra models, including LU, Cholesky, QL, QR, eigenvalue decomposition and the singular value decomposition.
Users of CULA can evaluate its performance by using CULA with C, Java, Python, Matlab, or Fortran.
This paper describes the various elements that compose the CULA library, including: compilation, programming model and multiple execution paths, the underlying math library, an extended set of collection functions, and performance comparison.
The CULA performs the same linear algebra operation in a similar way to the BLAS and LAPACK libraries. However, unlike BLAS and LAPACK, CULA provides many functionalities and is a
What’s New In CULA Basic?
In the past, most GPU-accelerated packages focus on fast memory access, which was a highly effective method for speeding up matrix computation. However, this may not be the best method when it comes to the memory bound data set. The memory bound data set, which can reach 50 GB or even more, needs to be in memory in the first place. There are thousands of linear algebra primitives such as matrix multiplication, trace, matrix inversion, SVD, QR, and Cholesky decomposition. These primitives are typically memory bound. Thus, the key to improving the speed of CULA is to make the memory bound data fit in memory. More specifically, CULA is aimed to change the landscape of matrix multiplication from the CPU to GPU: the programs move the CPU computation onto the GPU, effectively speeding up the computation.
CULA Improvements and Benefits:
Since CULA is a parallelized GPU library, the primary goal of a CULA version upgrade is to use the new CUDA architecture to provide benefits to some new use cases that may not have been in the mindset of the original developers of the package. This is the logic of the upgrade. However, the CULA version upgrade does have a huge reward in terms of improving the speed, memory usage and efficiency. Specifically, on the price for the new performance benefit, CULA version 3.0 gains huge improvements in both memory usage and efficiency. For the example, on the 1804 GTX, CULA uses 4.9 GB RAM while CUSPAR [5] requires 11.6 GB RAM. It has a 65% memory footprint improvement. Even more importantly, CULA version 3.0 delivers a 63% improvement in performance, reducing the time to solve matrix multiplication by more than 90%.
In this talk, I will introduce the fundamentals of CULA and demonstrate how to create a GPU-accelerated matrix multiplication prototype in
System Requirements For CULA Basic:
Windows:
Windows 7 SP1 or Windows 8.1 64-bit
Windows Vista 64-bit SP1 or Windows 8 64-bit
Windows XP 64-bit SP3 or Windows 7 SP2 or Windows 8 32-bit
Mac OS X:
OS X 10.8.3 or later
Mac OS X 10.9.5 or later
Mac OS X 10.10.5 or later
Mac OS X 10.11.1 or later
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