{ "cells": [ { "cell_type": "markdown", "metadata": { "id": "XYgSCQFfK50i" }, "source": [ "# From Hardware and infrastructure information to carbon emission when training a deep learning program\n", "\n", "---\n", "\n", "Master 2 Informatique - Université de Bordeaux\n", "Image et Son - Image Processing and Computer Vision\n", "\n", "---\n", "Authors : Lucia Bouza and Aurélie Bugeau\n", "Acknowledgments : Anne-Laure Ligozat\n", "\n", "---" ] }, { "cell_type": "markdown", "metadata": { "id": "l9SoVI2PIw_b" }, "source": [ "## Introduction\n", "\n", "This practical session explains some tools for measuring the environmental impacts of deep learning code.\n", "In this practice, you will measure a part of greenhouse gas emissions (GHG) related to energy consumption from computer calculations (training and testing).\n", "You will calculate the carbon footprint produced by the training of a digit classification network using:\n", "\n", "\n", "#### Online tool: Green Algorithm\n", "Green Algorithm is an online tool: https://www.green-algorithms.org. The tool requires the entry of various data in order to measure the environmental impact of the executed code. This notebook will explain how to obtain this data.\n", "\n", "#### Software tool: Code Carbon\n", "Code Carbon is a Python library to measure carbon emissions. The notebook will explain how to install and use the library, as well as visualize the results." ] }, { "cell_type": "markdown", "metadata": { "id": "KhHBzahfwfHN" }, "source": [ " **You will run every command of the following practice both in google colab or your personal computer.** \n", "\n", "> Remark: If you choose your personal computer, you are in charge of install all packages." ] }, { "cell_type": "markdown", "metadata": { "id": "uEIxT5ezMMGA" }, "source": [ "## A - Collecting hardware infos\n", "\n", "This section will explain how to collect the necessary data for the use of the online tool Green Algorithms. Some of the necessary data is related to the hardware on which the deep learning program is trained. This part explains how to obtain this information depending on the operating system.\n", "\n", "> Remark: if you are running on Google Colab's, remember that notebook platform runs on Linux virtual machines." ] }, { "cell_type": "markdown", "metadata": { "id": "6SOxeHcAE6ZA" }, "source": [ "With green algorithm, the energy consumption is computed as follows:\n", "$$C_{total} = run_{time} \\times \\rm{PUE} \\times \\rm{PSF} \\times \\left(P_{memory}+\\sum_{c\\in {cores}} P_{c}\\times \\rm{usage}_c\\right) \\tag{1}$$\n", "where\n", "- $run_{time}$ is the running time in hours\n", "- $\\rm{PUE}$ is the Power Usage Effectiveness. It is an efficiency coefficient of the data center.\n", "- $\\rm{PSF}$ is the Pragmatic Scaling Factor. This parameter is used to indicate how many times we have executed the code with the indicated configuration.\n", "- $P_{memory}$ is the power consumed by the memory in Watt.\n", "- $cores$ is the set of all CPU and GPU cores\n", "- $P_{c}$ is the power consumed by core $c$ (CPU or GPU) in Watt.\n", "- $\\rm{usage}_c$ is the usage factor of core $c$, between $0$ and $1$.\n", "\n", "\n", "The *carbon footprint* is calculated according to the following formula:\n", "$$CarbonFootprint = C_{total} \\times CI \\tag{2}$$\n", "where\n", "- $CI$ is the carbon intensity of the region where the code is being run\n", "\n", "In the following, we will explain how all these variables can be estimated. To do so, it is necessary to determine what platform we are running the notebook on. We can be running the code on our local computer, on an on-premises server, or in the cloud. Depending on the platform, we may be sharing resources with other processes, and there may also be other energy consuming elements involved. For example: storage, network devices, air conditioners, etc. If we are running the notebook on Colab, then we are running the code on GCP (Google Cloud Platform). If we are running it on our computer in Jupyter notebook then we are running it locally. There is also the possibility of running the notebook on a server of our educational institution or work. In this case, it is important to ask if the server is in a local datacenter or in the cloud.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "DU-gLXEZGO3R" }, "source": [ "### A.1 Cores" ] }, { "cell_type": "markdown", "metadata": { "id": "tZNnR-_uE6ZC" }, "source": [ "> Remark: If you are working in Colab, you can choose to run the code with CPU, GPU or TPU by choosing the option in *Runtime > Change runtime type*." ] }, { "cell_type": "markdown", "metadata": { "id": "hpd7487rMfS6" }, "source": [ "#### CPU\n", "\n", "To know the number of available CPUs and the model on the machine where you are running your program, you can execute the following commands.\n", "\n", "- **Linux**: `cat /proc/cpuinfo` will display information about the available CPUs. To make the information easy to read, we use the following script that determines the number of configured physical and logical CPUs.\n", "- **MacOS**: `sysctl -n machdep.cpu.brand_string` will display Chip Brand, Processor Type, Chip Model and CPU Speed. Detailed info on cpu can further be obtained with the command `sysctl -a | grep machdep.cpu`. Other option can be browsing: **System Settings > General > About > Processor.**\n", "- **Windows**: `wmic cpu get name, numberofcores` will display same information as MacOS command. Other option can be browsing: **Task Manager > Performance > CPU.**" ] }, { "cell_type": "markdown", "metadata": { "id": "Qd8pfAS4E6ZD" }, "source": [ "Run the following command and observe the result" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "l61oRb6M8roO" }, "outputs": [], "source": [ "!cat /proc/cpuinfo | \\\n", "awk -v FS=':' ' \\\n", " /^physical id/ { if(nb_cpu<$2) { nb_cpu=$2 } } \\\n", " /^cpu cores/ { if(nb_cores<$2){ nb_cores=$2 } } \\\n", " /^processor/ { if(nb_units<$2){ nb_units=$2 } } \\\n", " /^model name/ { model=$2 } \\\n", " \\\n", " END{ \\\n", " nb_cpu=(nb_cpu+1); \\\n", " nb_units=(nb_units+1); \\\n", " \\\n", " print \"CPU model:\",model; \\\n", " print nb_cpu,\"CPU,\",nb_cores,\"physical cores per CPU, total\",nb_units,\"logical CPU units\" \\\n", " }'" ] }, { "cell_type": "markdown", "metadata": { "id": "s29_I9NOE-g6" }, "source": [ "> Remark: In virtual machines the information in the /proc/cpuinfo file may not be correct, and may represent some characteristics of the CPU emulated by the virtualizer. Unfortunately, from the virtual environment there is no way to know exactly the real CPU that is being used for the execution." ] }, { "cell_type": "markdown", "metadata": { "id": "5le3dWPgTcdG" }, "source": [ "#### GPU\n", "\n", "Knowing the number and model of GPUs, can be done in the following ways:\n", "\n", "- **Linux**: `lshw -C display`\n", "- **MacOS**: browse: **System Settings > General > About > Graphics**\n", "- **Windows**: browse: **Task Manager > Performance > GPU**\n", "\n", "\n", "> Remark: The virtual machine used by Colab does not have some Linux commands. We know that the GPUs used by Colab are Nvidia, so we can use the nvidia-specific command:`!nvidia-smi -L`. This will show the number of available GPUs and their model and UUID. In this case there is only one GPU and the model is Tesla T4." ] }, { "cell_type": "markdown", "metadata": { "id": "PkpS7CEFE6ZG" }, "source": [ "Run the following command and observe the result" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "JT_vNH5QMk0b" }, "outputs": [], "source": [ "!nvidia-smi -L" ] }, { "cell_type": "markdown", "metadata": { "id": "bL17YlGw1N9B" }, "source": [ "#### Computing energy from cores\n", "\n", "To compute $P_c$ , Green Algorithms use the Thermal Design Power (**TDP**) of the model of the processing unit provided by the manufacturer. A core power usage is assumed to be equal to the TDP divided by the number of cores (if a chip has 2 cores and a TDP of 50W, then the TDP per core is 25).\n", "\n", "TDP is a specification that indicates the maximum amount of power that a computer processor (CPU or GPU) can dissipate when operating at its maximum performance. It refers to the power consumption under the maximum theoretical load.\n", "\n", "In general, CPUs with a higher number of cores will have a higher TDP because they require more power to operate at maximum performance. This is because each core in a CPU requires power to perform calculations, and the more cores a CPU has, the more power it will require. However, the relationship between TDP and the number of cores is not always straightforward. Some CPUs may have a lower TDP even though they have more cores, because they are designed to operate at a lower clock speed or have more efficient architecture. Similarly, some CPUs may have a higher TDP even though they have fewer cores, because they are designed to operate at a higher clock speed or have a less efficient architecture.\n", "\n", "If the **CPU or GPU model is not listed**, Green Algorithms uses an average of 12 W per core.\n", "\n", "> Remark: Remember that for virtual environments, it is necessary to know the actual CPU, and the percentage of that CPU allocated to the virtual machine. In the event that this value cannot be obtained (as is the case in Colab), take an average value, but keep in mind that the data obtained will not be completely accurate." ] }, { "cell_type": "markdown", "metadata": { "id": "5sQmMPC-OY8O" }, "source": [ "### A.2 Memory\n", "\n", "According to [[1]](#cite_note-1) GPUs are responsible for around 70% of power consumption, CPU for 15%, and RAM for 10%.\n", "Some tools like Green-Algorithms consider that power consumption of RAM depends strongly on the available memory, independently of the memory consumed.\n", "\n", "We can check the amount of available memory using the following commands:\n", "\n", "- **Linux**: `grep MemTotal /proc/meminfo`. The command returns the value in KB. It will be necessary to convert it to GB to use the tool (1 GB = 1024 MB = 1048576 KB).\n", "- **MacOS**: `system_profiler SPHardwareDataType | grep \"Memory:\"`. Other option can be browsing: **System Settings > General > About > Memory.**\n", "- **Windows**: `systeminfo | findstr /C:\"Total Physical Memory\"`. The command returns the value in MB, it will be necessary to convert it to GB to use the tool. Other option can be browsing: **Task Manager > Performance > Memory**\n", "\n", "\n", "Green Algorithms, considers a consumption of 0.3725 W per GB of memory available (if we have all the server memory available, it will account for all the server memory. If we are in an HPC cluster, it will account only for the amount of memory requested, regardless of how much the process consumes). The value 0.3725 was obtained experimentally [[2]](#cite_note-2)." ] }, { "cell_type": "markdown", "metadata": { "id": "q4hLRkuhE6ZK" }, "source": [ "Run the following command and observe the result." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "eRsasV6IObdj" }, "outputs": [], "source": [ "!grep MemTotal /proc/meminfo" ] }, { "cell_type": "markdown", "metadata": { "id": "JrzmTx5PY3O3" }, "source": [ "### A.3 Run time and usage factor $usage_c$\n", "\n", "The *run time* (or real time) refers to the duration of execution of the process, like using a stop watch.\n", "\n", "The *process time* is the amount of time during which a core (CPU, GPU or TPU) is used for processing instructions of a computer program. The total process time is the combination of the amount of time the cores spent performing some action for a program and the amount of time they spent performing system calls for the kernel on the program's behalf. [[3]](#cite_note-3).\n", "$$ process_{time} = user_{time} + system_{time} $$\n", "\n", "The cores usage factor is then the percentage of all available cores the job got, calculated as:\n", "$$ usage_{c} = \\frac{process_{time}}{(run_{time} * number_{cores})} $$\n", "\n", "\n", "When hyperthreading is available and enabled, the hardware components of one physical core are shared between several threads. Each thread has at least its own set of registers. Most resources of the core (arithmetic and logic unit, floating point unit, cache) are shared between the threads. Estimating the real usage can be difficult in this scenario. According to some studies, the maximum capacity is up to 30% more than without hyperthreading.\n", "So, when we have logical processors, we can consider consider $ number_{cores} = 1.3 * number_{pyhisical\\_cores} $\n", "\n", "\n", "We can measure the process time of the CPUs and the real time spent by the code with the `time` command (on Linux and MacOS). Unfortunately there is no similar command for Windows. It will be necessary to use language-specific libraries as `psutil` for Python. We will see an example below to use both methods." ] }, { "cell_type": "markdown", "metadata": { "id": "zX2Gh0bK8GYu" }, "source": [ "#### Measuring real time and CPU time when training a network\n", "\n", "To run experiments, you will use the code in `TrainingClassification.py` which trains a hand-written digit classification model." ] }, { "cell_type": "markdown", "metadata": { "id": "sZEPoQK1_Sat" }, "source": [ "The training is done in 5 epochs and normally takes less than a minute on different infrastructures. This experiment runs on a single GPU if any.\n", "To get the process time used by the script, it is possible to use the command `time`. The total time spent by the script corresponds with the real value (run time). The CPU time will be the sum of the user and sys values." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "iMP-yDka8xiq" }, "outputs": [], "source": [ "!time python TrainingClassification.py" ] }, { "cell_type": "markdown", "metadata": { "id": "xH7qPD0eE6ZO" }, "source": [ "It is also possible to use the libraries `psutil` and `time` to measure the time used by the script, and to obtain the process time. An example is provided in `TrainingClassification_withtime.py`. The total time spent by the script corresponds to the real value. The CPU time will be the sum of the user and sys values." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "nN_5-r12FMnR" }, "outputs": [], "source": [ "!python TrainingClassification_withtime.py" ] }, { "cell_type": "markdown", "metadata": { "id": "xupyazgpE6ZQ" }, "source": [ "Some small differences can be seen between the two methods.\n", "\n", "Q1. Compute de CPU usage, using last run. " ] }, { "cell_type": "markdown", "metadata": { "id": "bcGLRwZx7PfG" }, "source": [ "#### Measuring GPU time when training a network\n", "\n", "Unfortunately, there is no tool that can be used with the command line that gives us the total time of the script (whole time), the CPU time and the GPU time, in order to calculate the CPU and GPU usage factor required by Green-Algorithms. \n", "\n", "\n", "\n", "To measure the process time of GPUs, you may use the tool [NVIDIA Nsight Compute](https://developer.nvidia.com/nsight-compute) , when available. You need to add the time of all the child processes that are using the GPU. To make the task easier, we can send the data to a CSV file and perform the sum there.\n", "`!ncu --csv --metrics gpu__time_active --target-processes all python TrainingClassification.py >> gpu.csv`\n", "\n", "[NVIDIA Nsight Compute](https://developer.nvidia.com/nsight-compute) can be used to measure GPU time, but requires the `libnvfuser_codgen.so` library, which is not present in Colab.\n", "\n", "One option is to take empirical and specific measurements of the use of the GPU during the execution of their algorithm using the `nvidia-smi` tool, and extrapolate that value of GPU utilization to the entire execution. It is important to note that this utilization percentage corresponds to the total utilization, and not just the utilization of the process. There could be other processes running on the available GPUs.\n", "The python script `TrainingClassification_withtime.py` has a call to `nvidia-smi` in each epoch, leaving it's output in the file `nvidiaFile`.\n", "\n", "Up to our knowledge, there is also no tool that measures GPU time or GPU utilization for *non-Nvidia GPUs*.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "sUrYVJ8rE6ZR" }, "source": [ "Q2. Observe the output file `nvidiaFile`. What is the mean GPU utilization? " ] }, { "cell_type": "markdown", "metadata": { "id": "czAAqOY0KUJt" }, "source": [ "## B. Practice with Green Algorithms\n", "\n", "Q3. Using http://calculator.green-algorithms.org/, compute energy consumption for the program `TrainingClassification.py`, considering you are running in Uruguay, with $PUE=1$ and $\\rm{PSF}=1$. " ] }, { "cell_type": "markdown", "metadata": { "id": "yFUpv87lSLBM" }, "source": [ "### C.1 Power Usage Efficiency (PUE)\n", "\n", "PUE is the efficiency coefficient of the data center. If PUE is not given, Green Algorithms considers the world average value given in 2019 for servers: 1.67, but we recommend considering the 2022 average value: 1.55 [[4]](#cite_note-4).\n", "\n", "For personal computers we generally consider PUE=1, as there are no other important devices consuming power." ] }, { "cell_type": "markdown", "metadata": { "id": "9IddzZySE6ZS" }, "source": [ "Q4. Recall what is PUE.\n", "An important part of the non-IT consumption of a datacenter comes from air conditioning. What do you think about the relevance of using an average PUE?" ] }, { "cell_type": "markdown", "metadata": { "id": "JoT5mH19E6ZS" }, "source": [ "Q5. For Google datacenters, the PUE is 1.1 [[5]](#cite_note-5). Do you think this means every deep learning project should be run in Google datacenters? " ] }, { "cell_type": "markdown", "metadata": { "id": "errcp5uTKUJv" }, "source": [ "The following image was taken from [[6]](#cite_note-6)." ] }, { "cell_type": "markdown", "source": [ 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)\n" ], "metadata": { "id": "SOvQVUQ18hrF" } }, { "cell_type": "markdown", "metadata": { "id": "lJyPw4zpKUJv" }, "source": [ "Q6. Assuming that the data center's electricity consumption follows this distribution, what proportion of the electricity consumption can be studied with Green Algorithms? Note that is this figure, only CPUs are considered, so it is not fully applicable to our case of study.\n", "\n", "Q7. What part of these figures are included in the PUE?\n" ] }, { "cell_type": "markdown", "metadata": { "id": "MwPWpaj57KDX" }, "source": [ "### C.2 Pragmatic Scaling Factor\n", "\n", "This parameter is used to indicate how many times we have executed the code with the indicated configuration." ] }, { "cell_type": "markdown", "metadata": { "id": "mKJzyqkDE6ZT" }, "source": [ "Q8. What is the pragmatic scaling factor until now for this practice?\n", "" ] }, { "cell_type": "markdown", "metadata": { "id": "nmrna4z1LihJ" }, "source": [ "### C.3 Location\n", "\n", "Carbon footprint is affected by the location from where the code is being executed. The origin of the energy used is key when determining greenhouse emissions. If we are running in the cloud, and the provider has several datacenters around the planet, it is sometimes possible to choose where you want to run the code from.\n", "\n", "We can check the execution location with the command:\n", "- **Linux, Windows and MacOS**: `curl ipinfo.io`\n", "\n", "> **Remark:** In the case of Colab, you cannot choose where to execute the codes. Nevertheless, you can also use previous command and then determine the datacenter where the ocde is executed with the following [link](https://cloud.google.com/about/locations?hl=es). We do not know in advance in which datacenter the virtual machine where the notebook will run will be created. It is necessary to execute the command every time we create or reset the runtime, since the location may change." ] }, { "cell_type": "markdown", "metadata": { "id": "SiDOMMZwE6ZT" }, "source": [ "Q9. Run the following command and observe the result. What is the value of carbon intensity $CI$ used by Green Algorithm at the location where your code is running, according to [Green Algorithm](http://calculator.green-algorithms.org/)?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "wj-pS9DbMhyn" }, "outputs": [], "source": [ "!curl ipinfo.io" ] }, { "cell_type": "markdown", "metadata": { "id": "-zzIGyyVE6ZU" }, "source": [ "Carbon intensity varies according to location but also to other variables, such as the time of day of execution, or the distribution of energy sources at a given moment. It is important to mention that Green Algorithms does not yet take the information of carbon intensity in real time. The carbon intensity data is taken from [this file](https://github.com/GreenAlgorithms/green-algorithms-tool/blob/master/data/latest/CI_aggregated.csv), where for each country or region the source of information is specified. These values are an average.\n", "\n", "As additional information, carbon emissions of many countries can be checked in real time on the site https://app.electricitymaps.com/." ] }, { "cell_type": "markdown", "metadata": { "id": "AfumoQgmE6ZU" }, "source": [ "Q10. Compare the value of $CI$ you have just found with the one in real time from electrictymaps? What do you observe? Also compare with the last 24 hours and 30 days?" ] }, { "cell_type": "markdown", "metadata": { "id": "MlGnyuE-kyPb" }, "source": [ "## D. Practice with CodeCarbon\n", "\n", "[CodeCarbon](https://codecarbon.io) is a software package for Python. It estimates the amount of gas emissions produced by the execution of the code. CodeCarbon takes into account energy consumption and location to calculate the carbon footprint." ] }, { "cell_type": "markdown", "metadata": { "id": "MS8SusTX7sgX" }, "source": [ "### Installation\n", "\n", "Installing the library it's very easy using pip or conda.\n", "\n", "Pre-install in cremi for students ?" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "6FoES9ILlQIv" }, "outputs": [], "source": [ "!pip install codecarbon" ] }, { "cell_type": "markdown", "metadata": { "id": "AJcbSjfm2isT" }, "source": [ "### Usage\n", "\n", "There are several ways of using the library, but here we use the recommended way for notebooks, using the `start` and `stop` functions of the tracker. Other options can be found in the [documentation](https://mlco2.github.io/codecarbon/usage.html).\n", "\n", "The package by default logs data into a CSV file named `emissions.csv` in the current directory." ] }, { "cell_type": "code", "execution_count": null, "metadata": { "id": "g8lanBifk1Xp" }, "outputs": [], "source": [ "from codecarbon import EmissionsTracker\n", "tracker = EmissionsTracker(tracking_mode=\"process\")\n", "\n", "tracker.start()\n", "!python TrainingClassification.py\n", "emissions: float = tracker.stop()\n", "\n", "print('-----------------------------------------------------')\n", "print('Total CPU energy consumption CodeCarbon (Process): ' + str(tracker._total_cpu_energy.kWh*1000) + ' Wh')\n", "print('Total RAM energy consumption CodeCarbon (Process): ' + str(tracker._total_ram_energy.kWh*1000) + ' Wh')\n", "print('Total GPU energy consumption CodeCarbon (Process): ' + str(tracker._total_gpu_energy.kWh*1000) + ' Wh')\n", "print('Total Energy consumption CodeCarbon (Process): ' + str(tracker._total_energy.kWh*1000) + ' Wh')\n", "print('Emissions by CodeCarbon (Process): '+ str(emissions*1000) + ' gCO2e')" ] }, { "cell_type": "markdown", "metadata": { "id": "nAudjSsA8UUs" }, "source": [ "Information about the infrastructure of the platform used can be seen on the standard output. The output also indicates the energy consumed by the components and the resulting emissions." ] }, { "cell_type": "markdown", "metadata": { "id": "88PgXEdio8Fl" }, "source": [ "> **Remark 1:** CPUs tracking uses RAPL files or Power Gadget (only for INTEL CPUs with root access). The consumption reported by RAPL files or Power Gadget represents the consumption of the whole machine, and not only the process. If CodeCarbon cannot find the software to track the CPUs, then the tool uses the model of CPU to search in a list the corresponding TDP. If the model is unknown, it uses a TDP of 85W. This assumption can lead to reporting values of carbon emissions that are not real.\n", "\n", "> **Remark 2:** GPUs tracking uses `pynvml` library (only for NVIDIA GPUs). CodeCarbon does not measure consumption of *non-NVIDIA GPUs*. The consumption reported by pynvml represents the consumption of the whole machine, and not only the process.\n", "\n", "> **Remark 3:** Energy consumption by memory is 0.375W/GB of memory used. If tracking mode is *process*, the memory used by the process is measured via `psutil`." ] }, { "cell_type": "markdown", "metadata": { "id": "fREPY4X7BGBU" }, "source": [ "## C. Comparing Green Algorithms and CodeCarbon\n", "\n", "Q11. Compare the results of both tools. Why are there some differences? What advantages and disadvantages do you see in using each tool? \n" ] }, { "cell_type": "markdown", "metadata": { "id": "XlyeARERE6ZY" }, "source": [ "## References\n", "\n", "\n", "[1] [^](#cite_ref-1) M.Hodak,M.Gorkovenko,and A.Dholakia,“Towards power efficiency in deep learning on data center hardware,” 2019 IEEE International Conference on Big Data (Big Data), pp. 1814–1820, 2019.\n", "\n", "[2] [^](#cite_ref-2) https://www.tomshardware.com/reviews/intel-core-i7-5960x-haswell-e-cpu,3918-13.html\n", "\n", "[3] [^](#cite_ref-3) Wikipedia: https://en.wikipedia.org/wiki/Time_(Unix)\n", "\n", "[4] [^](#cite_ref-4) Uptime Institute (https://uptimeinstitute.com/uptime_assets/6768eca6a75d792c8eeede827d76de0d0380dee6b5ced20fde45787dd3688bfe-2022-data-center-industry-survey-en.pdf)\n", "\n", "[5] [^](#cite_ref-5) https://www.google.com/about/datacenters/efficiency/\n", "\n", "[6] [^](#cite_ref-6) David Guyon. Supporting energy-awareness for cloud users. Networking and Internet Architecture, Université Rennes 1, 2018\n", "\n", "[7] [^](#cite_ref-7)Patterson et al., The Carbon Footprint of Machine Learning Training Will Plateau, Then Shrink, arXiv:2204.05149, 2022\n", "\n", "[7] [^](#cite_ref-7)Patterson et al., The Carbon Footprint of Machine Learning Training Will Plateau, Then Shrink, arXiv:2204.05149, 2022\n", "\n", "\n", "[8] [^](#cite_ref-8) Bouza et al., How to estimate carbon footprint when training deep learning models? A guide and review arXiv:2306.08323, 2023\n", "\n", "\n" ] } ], "metadata": { "accelerator": "GPU", "colab": { "provenance": [] }, "full-user-track-cell": "", "full-user-track-date": "", "gpuClass": "standard", "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.10" } }, "nbformat": 4, "nbformat_minor": 0 }