From 4ea55051300377cbd4a7d540b97eb7588716aa0d Mon Sep 17 00:00:00 2001 From: Tuan-Dat Tran Date: Mon, 2 Dec 2024 18:07:08 +0100 Subject: [PATCH] feat(eta_calculation): Implementing "Joint Caching and Freshness Optimization" (in progress) Signed-off-by: Tuan-Dat Tran --- .../gen_nb_cost_optimization-checkpoint.ipynb | 473 + .../nb_cost_optimization-checkpoint.ipynb | 249 +- .../gen_nb_cost_optimization.ipynb | 473 + .../matlab/Theoritical_opt-Copy1.m | 33 +- .../nb_cost_optimization.ipynb | 221 +- 01_nb_cncf_optimization/notes_code.excalidraw | 45757 ++++++++++++++++ ...1614.excalidraw => notes_paper.excalidraw} | 0 7 files changed, 47164 insertions(+), 42 deletions(-) create mode 100644 01_nb_cncf_optimization/.ipynb_checkpoints/gen_nb_cost_optimization-checkpoint.ipynb create mode 100644 01_nb_cncf_optimization/gen_nb_cost_optimization.ipynb create mode 100644 01_nb_cncf_optimization/notes_code.excalidraw rename 01_nb_cncf_optimization/{Untitled-2024-11-20-1614.excalidraw => notes_paper.excalidraw} (100%) diff --git a/01_nb_cncf_optimization/.ipynb_checkpoints/gen_nb_cost_optimization-checkpoint.ipynb b/01_nb_cncf_optimization/.ipynb_checkpoints/gen_nb_cost_optimization-checkpoint.ipynb new file mode 100644 index 0000000..4675328 --- /dev/null +++ b/01_nb_cncf_optimization/.ipynb_checkpoints/gen_nb_cost_optimization-checkpoint.ipynb @@ -0,0 +1,473 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ab5cd7d1-1a57-46fc-8282-dae0a6cc2944", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import random" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3d1ad0b9-f6a8-4e98-84aa-6e02e4279954", + "metadata": {}, + "outputs": [], + "source": [ + "DATABASE_OBJECT_COUNT = 100\n", + "CACHE_SIZE = DATABASE_OBJECT_COUNT/2\n", + "ZIPF_CONSTANT = 2\n", + "\n", + "CACHE_MISS_COST = 2\n", + "CACHE_REFRESH_COST = 1\n", + "\n", + "SEED = 42\n", + "np.random.seed(SEED)\n", + "random.seed(SEED)\n", + "\n", + "LAMBDA_VALUES = np.array([np.random.zipf(ZIPF_CONSTANT) for i in np.arange(1, DATABASE_OBJECT_COUNT + 1,1)])" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9cc83cf6-5c78-4f0d-b7cb-08cdb80c362e", + "metadata": {}, + "outputs": [], + "source": [ + "# LAMBDA_VALUES = np.array([0.03, 0.04,0.05,0.06,0.07,1,1.1,1.2,1.3,1.4,1.5])\n", + "# DATABASE_OBJECT_COUNT = len(LAMBDA_VALUES)\n", + "# CACHE_SIZE = 4.4\n", + "# CACHE_MISS_COST = 7\n", + "# CACHE_REFRESH_COST = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3dc07233-0b56-4fee-a93b-212836c18b42", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "\n", + "lambda_vals = LAMBDA_VALUES\n", + "c_f = CACHE_MISS_COST\n", + "c_delta = CACHE_REFRESH_COST" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5a27d416-8f98-4814-af9e-6c6bef95f4ef", + "metadata": {}, + "outputs": [], + "source": [ + "def eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals):\n", + " num = (db_object_count * c_f - cache_sz * c_delta)\n", + " denom = np.sum(1.0/lambda_vals)\n", + " return max(0, num/denom)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6276a9ce-f839-4fe6-90f2-2195cf065fc8", + "metadata": {}, + "outputs": [], + "source": [ + "def h_i_star(c_f, eta, lambda_vals, c_delta):\n", + " optimized_hitrate = (c_f - (eta/lambda_vals)) / c_delta\n", + " return optimized_hitrate" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "dcd31a8c-6864-4b9a-8bb3-998f0c32baf6", + "metadata": {}, + "outputs": [], + "source": [ + "def get_index_of_furthest_hitrate_from_boundary(hitrates):\n", + " local_hitrates = hitrates[(hitrates < 0) | (hitrates > 1)]\n", + " smallest_delta = np.abs(np.min(local_hitrates))\n", + " biggest_delta = np.max(local_hitrates) - 1\n", + " if smallest_delta > biggest_delta:\n", + " index = np.where(hitrates == np.min(local_hitrates))[0][0]\n", + " return index\n", + " else:\n", + " index = np.where(hitrates == np.max(local_hitrates))[0][0]\n", + " return index" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "55b251f8-97ca-49a8-9ec6-be77dc1e49b2", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", + "\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", + "\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", + "current_db_objects = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", + "\n", + "while True:\n", + " if current_db_objects == 0:\n", + " # Handle special case: no items left to optimize\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_objects = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " mu = max(0, (current_db_objects * c_f - current_cache_size * c_delta) / np.sum(1.0 / lambda_vals[differenc_set]))\n", + " eta = eta_star(current_db_objects, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " assert(mu == eta)\n", + " optimized_hitrates[differenc_set] = (c_f - mu / lambda_vals[differenc_set]) / c_delta\n", + " # print(optimized_hitrates)\n", + " # Handle the case where mu < 0\n", + " if mu < 0:\n", + " current_cache_size = current_db_objects * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " # Check for constraint violations\n", + " larger_i = np.where(optimized_hitrates > 1)[0] # h > 1\n", + " smaller_i = np.where(optimized_hitrates < 0)[0] # h < 0\n", + " # If no violations, optimization is complete\n", + " break_con = len(smaller_i) == 0 and len(larger_i) == 0\n", + " break_con1 = len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0\n", + " assert(break_con == break_con1)\n", + " if break_con:\n", + " break\n", + " # Find the furthest violating item\n", + " min_viol, min_viol_i = (0, -1)\n", + " if len(smaller_i) > 0:\n", + " min_viol_i = np.argmin(optimized_hitrates)\n", + " min_viol = optimized_hitrates[min_viol_i]\n", + " max_viol, max_viol_i = (0, -1)\n", + " if len(larger_i) > 0:\n", + " larger = optimized_hitrates - 1\n", + " max_viol_i = np.argmax(larger)\n", + " max_viol = larger[max_viol_i]\n", + " # Compare the furthest violations and adjust accordingly\n", + " viol_i = min_viol_i\n", + " min_viol_flag = True # True if furthest is from the left boundary\n", + " if max_viol > abs(min_viol):\n", + " viol_i = max_viol_i\n", + " min_viol_flag = False \n", + " index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " if viol_i != index:\n", + " print(optimized_hitrates[viol_i])\n", + " print(optimized_hitrates[index])\n", + " assert(viol_i == index)\n", + " if min_viol_flag:\n", + " optimized_hitrates[viol_i] = 0\n", + " else:\n", + " optimized_hitrates[viol_i] = min(1, current_cache_size)\n", + "\n", + " # Update parameters for next iteration\n", + " current_cache_size =- optimized_hitrates[viol_i]\n", + " fix_i.append(viol_i)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_objects = DATABASE_OBJECT_COUNT - len(fix_i)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "efa16eaf-a10b-4927-99cd-190e2ffe1d1e", + "metadata": {}, + "outputs": [], + "source": [ + "a = optimized_hitrates\n", + "b = differenc_set" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "0e21c26f-058a-4e56-a5ad-1c47bf28656c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All values optimized.\n" + ] + } + ], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", + "\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", + "\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", + "current_db_objects = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", + "\n", + "while True:\n", + " if current_db_objects == 0:\n", + " # Handle special case: no items left to optimize\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_objects = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " eta = eta_star(current_db_objects, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " optimized_hitrates[differenc_set] = (c_f - eta / lambda_vals[differenc_set]) / c_delta\n", + "\n", + " if mu < 0:\n", + " current_cache_size = current_db_objects * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " \n", + " if len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0:\n", + " print(\"All values optimized.\")\n", + " break\n", + " max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " optimized_hitrates[max_outbound_index] = (1 if optimized_hitrates[max_outbound_index] > 1 else 0)\n", + "\n", + " current_cache_size =- optimized_hitrates[max_outbound_index]\n", + " fix_i.append(max_outbound_index)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_objects = DATABASE_OBJECT_COUNT - len(fix_i)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4f64253f-b389-4be9-b403-08027d480121", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0., 0., 0., 0., 0., 0., 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"c22fa973-432a-4c05-89bf-2a6ea82ae3d2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 6, 27, 50, 81])" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "differenc_set" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "898e1266-5aaa-46f4-ac0f-c7807ac2b6bb", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "loop_lambda = lambda_vals\n", + "\n", + "non_optimized_values = np.arange(db_object_count)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8cc9b8a9-f7ae-48fc-adfb-ac4b7a4998f1", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "loop_lambda = lambda_vals\n", + "\n", + "optimized_hitrate = np.zeros(db_object_count)\n", + "non_optimized_values = np.arange(db_object_count)\n", + "optimized_value = {}\n", + "\n", + "eta = eta_star(db_object_count, c_f, cache_sz, c_delta, loop_lambda[non_optimized_values])\n", + "optimized_hitrate[non_optimized_values] = h_i_star(c_f, eta, loop_lambda[non_optimized_values], c_delta)\n", + "\n", + "max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrate)\n", + "optimized_value[max_outbound_index] = (1 if optimized_hitrate[max_outbound_index] > 1 else 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "cbcf3592-fcf2-4f54-a3cd-761097c12972", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{67: 1}" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "optimized_value" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "db732331-1d09-45b7-915c-73daa270b5e2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "graphs", + "language": "python", + "name": "graphs" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/01_nb_cncf_optimization/.ipynb_checkpoints/nb_cost_optimization-checkpoint.ipynb b/01_nb_cncf_optimization/.ipynb_checkpoints/nb_cost_optimization-checkpoint.ipynb index 363fcab..725cd1d 100644 --- a/01_nb_cncf_optimization/.ipynb_checkpoints/nb_cost_optimization-checkpoint.ipynb +++ b/01_nb_cncf_optimization/.ipynb_checkpoints/nb_cost_optimization-checkpoint.ipynb @@ -1,6 +1,251 @@ { - "cells": [], - "metadata": {}, + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ab5cd7d1-1a57-46fc-8282-dae0a6cc2944", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import random" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3d1ad0b9-f6a8-4e98-84aa-6e02e4279954", + "metadata": {}, + "outputs": [], + "source": [ + "DATABASE_OBJECT_COUNT = 100\n", + "CACHE_SIZE = DATABASE_OBJECT_COUNT/2\n", + "ZIPF_CONSTANT = 2\n", + "\n", + "CACHE_MISS_COST = 1\n", + "CACHE_REFRESH_COST = 1\n", + "\n", + "SEED = 42\n", + "np.random.seed(SEED)\n", + "random.seed(SEED)\n", + "\n", + "LAMBDA_VALUES = np.array([np.random.zipf(ZIPF_CONSTANT) for i in np.arange(1, DATABASE_OBJECT_COUNT + 1,1)])" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9cc83cf6-5c78-4f0d-b7cb-08cdb80c362e", + "metadata": {}, + "outputs": [], + "source": [ + "# LAMBDA_VALUES = np.array([0.03, 0.04,0.05,0.06,0.07,1,1.1,1.2,1.3,1.4,1.5])\n", + "# DATABASE_OBJECT_COUNT = len(LAMBDA_VALUES)\n", + "# CACHE_SIZE = 4.4\n", + "# CACHE_MISS_COST = 7\n", + "# CACHE_REFRESH_COST = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3dc07233-0b56-4fee-a93b-212836c18b42", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "\n", + "lambda_vals = LAMBDA_VALUES\n", + "c_f = CACHE_MISS_COST\n", + "c_delta = CACHE_REFRESH_COST" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5a27d416-8f98-4814-af9e-6c6bef95f4ef", + "metadata": {}, + "outputs": [], + "source": [ + "def eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals):\n", + " num = (db_object_count * c_f - cache_sz * c_delta)\n", + " denom = np.sum(1.0/lambda_vals)\n", + " return max(0, num/denom)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6276a9ce-f839-4fe6-90f2-2195cf065fc8", + "metadata": {}, + "outputs": [], + "source": [ + "def h_i_star(c_f, eta, lambda_vals, c_delta):\n", + " optimized_hitrate = (c_f - (eta/lambda_vals)) / c_delta\n", + " return optimized_hitrate" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "dcd31a8c-6864-4b9a-8bb3-998f0c32baf6", + "metadata": {}, + "outputs": [], + "source": [ + "def get_index_of_furthest_hitrate_from_boundary(hitrates):\n", + " local_hitrates = hitrates[(hitrates < 0) | (hitrates > 1)]\n", + " smallest_delta = np.abs(np.min(local_hitrates))\n", + " biggest_delta = np.max(local_hitrates) - 1\n", + " if smallest_delta > biggest_delta:\n", + " index = np.where(hitrates == np.min(local_hitrates))[0][0]\n", + " return index\n", + " else:\n", + " index = np.where(hitrates == np.max(local_hitrates))[0][0]\n", + " return index" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ccd4b95d-1cdd-4c99-a22e-4b31338993cf", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0.30256805, 0.76752268, 0.30256805, 0.30256805, 0.65128403,\n", + " 0.30256805, 0.86051361, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.30256805, 0.65128403,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.76752268, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.30256805, 0.65128403, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.86051361, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.82564201, 0.30256805, 0.82564201, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.76752268, 0.91282101, 0.30256805,\n", + " 0.82564201, 0.82564201, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.93025681, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.86051361, 0.92250756, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.95897459, 0.65128403, 0.30256805,\n", + " 0.97317569, 0.30256805, 0.30256805, 0.65128403, 0.30256805,\n", + " 0.93025681, 0.30256805, 0.98989229, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.30256805, 0.76752268,\n", + " 0.65128403, 0.65128403, 0.76752268, 0.95350454, 0.30256805,\n", + " 0.30256805, 0.86051361, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.65128403, 0.76752268, 0.30256805, 0.65128403,\n", + " 0.30256805, 0.30256805, 0.98115049, 0.82564201, 0.65128403])" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "eta = eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals)\n", + "optimized_hitrates = (c_f - eta / lambda_vals) / c_delta\n", + "optimized_hitrates" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0e21c26f-058a-4e56-a5ad-1c47bf28656c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All values optimized.\n" + ] + } + ], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", + "\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", + "\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "current_db_object_count = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", + "\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", + "\n", + "while True:\n", + " if current_db_object_count == 0:\n", + " print(\"No objects left to optimize.\")\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_object_count = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " eta = eta_star(current_db_object_count, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " optimized_hitrates[differenc_set] = (c_f - eta / lambda_vals[differenc_set]) / c_delta\n", + "\n", + " if eta < 0:\n", + " print(\"eta was negative.\")\n", + " current_cache_size = current_db_object_count * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " \n", + " if len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0:\n", + " print(\"All values optimized.\")\n", + " break\n", + " \n", + " max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " optimized_hitrates[max_outbound_index] = (1 if optimized_hitrates[max_outbound_index] > 1 else 0)\n", + "\n", + " current_cache_size =- optimized_hitrates[max_outbound_index]\n", + " fix_i.append(max_outbound_index)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_object_count -= 1" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "11682b36-e705-4bd9-9d75-79012791d1ee", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "graphs", + "language": "python", + "name": "graphs" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, "nbformat": 4, "nbformat_minor": 5 } diff --git a/01_nb_cncf_optimization/gen_nb_cost_optimization.ipynb b/01_nb_cncf_optimization/gen_nb_cost_optimization.ipynb new file mode 100644 index 0000000..4675328 --- /dev/null +++ b/01_nb_cncf_optimization/gen_nb_cost_optimization.ipynb @@ -0,0 +1,473 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ab5cd7d1-1a57-46fc-8282-dae0a6cc2944", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import random" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3d1ad0b9-f6a8-4e98-84aa-6e02e4279954", + "metadata": {}, + "outputs": [], + "source": [ + "DATABASE_OBJECT_COUNT = 100\n", + "CACHE_SIZE = DATABASE_OBJECT_COUNT/2\n", + "ZIPF_CONSTANT = 2\n", + "\n", + "CACHE_MISS_COST = 2\n", + "CACHE_REFRESH_COST = 1\n", + "\n", + "SEED = 42\n", + "np.random.seed(SEED)\n", + "random.seed(SEED)\n", + "\n", + "LAMBDA_VALUES = np.array([np.random.zipf(ZIPF_CONSTANT) for i in np.arange(1, DATABASE_OBJECT_COUNT + 1,1)])" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9cc83cf6-5c78-4f0d-b7cb-08cdb80c362e", + "metadata": {}, + "outputs": [], + "source": [ + "# LAMBDA_VALUES = np.array([0.03, 0.04,0.05,0.06,0.07,1,1.1,1.2,1.3,1.4,1.5])\n", + "# DATABASE_OBJECT_COUNT = len(LAMBDA_VALUES)\n", + "# CACHE_SIZE = 4.4\n", + "# CACHE_MISS_COST = 7\n", + "# CACHE_REFRESH_COST = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3dc07233-0b56-4fee-a93b-212836c18b42", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "\n", + "lambda_vals = LAMBDA_VALUES\n", + "c_f = CACHE_MISS_COST\n", + "c_delta = CACHE_REFRESH_COST" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5a27d416-8f98-4814-af9e-6c6bef95f4ef", + "metadata": {}, + "outputs": [], + "source": [ + "def eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals):\n", + " num = (db_object_count * c_f - cache_sz * c_delta)\n", + " denom = np.sum(1.0/lambda_vals)\n", + " return max(0, num/denom)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6276a9ce-f839-4fe6-90f2-2195cf065fc8", + "metadata": {}, + "outputs": [], + "source": [ + "def h_i_star(c_f, eta, lambda_vals, c_delta):\n", + " optimized_hitrate = (c_f - (eta/lambda_vals)) / c_delta\n", + " return optimized_hitrate" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "dcd31a8c-6864-4b9a-8bb3-998f0c32baf6", + "metadata": {}, + "outputs": [], + "source": [ + "def get_index_of_furthest_hitrate_from_boundary(hitrates):\n", + " local_hitrates = hitrates[(hitrates < 0) | (hitrates > 1)]\n", + " smallest_delta = np.abs(np.min(local_hitrates))\n", + " biggest_delta = np.max(local_hitrates) - 1\n", + " if smallest_delta > biggest_delta:\n", + " index = np.where(hitrates == np.min(local_hitrates))[0][0]\n", + " return index\n", + " else:\n", + " index = np.where(hitrates == np.max(local_hitrates))[0][0]\n", + " return index" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "55b251f8-97ca-49a8-9ec6-be77dc1e49b2", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", + "\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", + "\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", + "current_db_objects = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", + "\n", + "while True:\n", + " if current_db_objects == 0:\n", + " # Handle special case: no items left to optimize\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_objects = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " mu = max(0, (current_db_objects * c_f - current_cache_size * c_delta) / np.sum(1.0 / lambda_vals[differenc_set]))\n", + " eta = eta_star(current_db_objects, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " assert(mu == eta)\n", + " optimized_hitrates[differenc_set] = (c_f - mu / lambda_vals[differenc_set]) / c_delta\n", + " # print(optimized_hitrates)\n", + " # Handle the case where mu < 0\n", + " if mu < 0:\n", + " current_cache_size = current_db_objects * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " # Check for constraint violations\n", + " larger_i = np.where(optimized_hitrates > 1)[0] # h > 1\n", + " smaller_i = np.where(optimized_hitrates < 0)[0] # h < 0\n", + " # If no violations, optimization is complete\n", + " break_con = len(smaller_i) == 0 and len(larger_i) == 0\n", + " break_con1 = len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0\n", + " assert(break_con == break_con1)\n", + " if break_con:\n", + " break\n", + " # Find the furthest violating item\n", + " min_viol, min_viol_i = (0, -1)\n", + " if len(smaller_i) > 0:\n", + " min_viol_i = np.argmin(optimized_hitrates)\n", + " min_viol = optimized_hitrates[min_viol_i]\n", + " max_viol, max_viol_i = (0, -1)\n", + " if len(larger_i) > 0:\n", + " larger = optimized_hitrates - 1\n", + " max_viol_i = np.argmax(larger)\n", + " max_viol = larger[max_viol_i]\n", + " # Compare the furthest violations and adjust accordingly\n", + " viol_i = min_viol_i\n", + " min_viol_flag = True # True if furthest is from the left boundary\n", + " if max_viol > abs(min_viol):\n", + " viol_i = max_viol_i\n", + " min_viol_flag = False \n", + " index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " if viol_i != index:\n", + " print(optimized_hitrates[viol_i])\n", + " print(optimized_hitrates[index])\n", + " assert(viol_i == index)\n", + " if min_viol_flag:\n", + " optimized_hitrates[viol_i] = 0\n", + " else:\n", + " optimized_hitrates[viol_i] = min(1, current_cache_size)\n", + "\n", + " # Update parameters for next iteration\n", + " current_cache_size =- optimized_hitrates[viol_i]\n", + " fix_i.append(viol_i)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_objects = DATABASE_OBJECT_COUNT - len(fix_i)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "efa16eaf-a10b-4927-99cd-190e2ffe1d1e", + "metadata": {}, + "outputs": [], + "source": [ + "a = optimized_hitrates\n", + "b = differenc_set" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "0e21c26f-058a-4e56-a5ad-1c47bf28656c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All values optimized.\n" + ] + } + ], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", + "\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", + "\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", + "current_db_objects = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", + "\n", + "while True:\n", + " if current_db_objects == 0:\n", + " # Handle special case: no items left to optimize\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_objects = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " eta = eta_star(current_db_objects, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " optimized_hitrates[differenc_set] = (c_f - eta / lambda_vals[differenc_set]) / c_delta\n", + "\n", + " if mu < 0:\n", + " current_cache_size = current_db_objects * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " \n", + " if len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0:\n", + " print(\"All values optimized.\")\n", + " break\n", + " max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " optimized_hitrates[max_outbound_index] = (1 if optimized_hitrates[max_outbound_index] > 1 else 0)\n", + "\n", + " current_cache_size =- optimized_hitrates[max_outbound_index]\n", + " fix_i.append(max_outbound_index)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_objects = DATABASE_OBJECT_COUNT - len(fix_i)" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "4f64253f-b389-4be9-b403-08027d480121", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 1., 0., 0., 0., 0., 0., 0., 0., 1., 0., 0., 0., 0.,\n", + " 1., 0., 0., 0., 0., 0., 1., 0., 0., 1., 0., 0., 0., 0., 1., 0., 1.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 1., 0., 0., 0., 0., 0., 0.,\n", + " 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 0., 1., 0., 0.])" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "optimized_hitrates" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "17d818db-ec88-4c26-92af-6d74862525d9", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0.43902439, 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0.43902439, 0. , 0. ,\n", + " 0. , 0.04878049, 0. , 0.04878049, 0. ,\n", + " 0. , 0. , 0. , -0. , 0. ,\n", + " 0.04878049, 0.04878049, 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0.43902439, 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " -0. , 0. , 0. , 0. , 0. ,\n", + " -0. , 0. , 1. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , -0. , 0. ,\n", + " 0. , 0.43902439, 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0. , 0. ,\n", + " 0. , 0. , 0. , 0.04878049, 0. ])" + ] + }, + "execution_count": 12, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "a" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "791b3f96-527a-489e-970e-c92ec950177f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 6, 27, 31, 33, 40, 41, 50, 81, 98])" + ] + }, + "execution_count": 13, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "b" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "c22fa973-432a-4c05-89bf-2a6ea82ae3d2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "array([ 6, 27, 50, 81])" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "differenc_set" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "898e1266-5aaa-46f4-ac0f-c7807ac2b6bb", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "loop_lambda = lambda_vals\n", + "\n", + "non_optimized_values = np.arange(db_object_count)" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "8cc9b8a9-f7ae-48fc-adfb-ac4b7a4998f1", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "loop_lambda = lambda_vals\n", + "\n", + "optimized_hitrate = np.zeros(db_object_count)\n", + "non_optimized_values = np.arange(db_object_count)\n", + "optimized_value = {}\n", + "\n", + "eta = eta_star(db_object_count, c_f, cache_sz, c_delta, loop_lambda[non_optimized_values])\n", + "optimized_hitrate[non_optimized_values] = h_i_star(c_f, eta, loop_lambda[non_optimized_values], c_delta)\n", + "\n", + "max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrate)\n", + "optimized_value[max_outbound_index] = (1 if optimized_hitrate[max_outbound_index] > 1 else 0)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "cbcf3592-fcf2-4f54-a3cd-761097c12972", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{67: 1}" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "optimized_value" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "db732331-1d09-45b7-915c-73daa270b5e2", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "graphs", + "language": "python", + "name": "graphs" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/01_nb_cncf_optimization/matlab/Theoritical_opt-Copy1.m b/01_nb_cncf_optimization/matlab/Theoritical_opt-Copy1.m index 581fb1e..a03bf20 100644 --- a/01_nb_cncf_optimization/matlab/Theoritical_opt-Copy1.m +++ b/01_nb_cncf_optimization/matlab/Theoritical_opt-Copy1.m @@ -1,25 +1,25 @@ function [h_optt] = Theoritical_opt(lambda,B,c_f,c_delta) -%% Theoritical optimization +%% Theoritical optimization %% Iterative identification of active constraints N=length(lambda) flag=1; h_optt=zeros(N,1); %optimal hit prob -differenc_set=1:N; % the set of variables to optimize +differenc_set=1:N; % the set of variables to optimize fix_i=[]; % set of variables that reached optimality and are excluded from the optimization -n=N; +n=N; b=B; %% while flag - if(n==0) + if(n==0) if(b>0) % if there is left over cache size and mu is not zero (the loop would break), redistribute it among the zero hit probability differenc_set=find(h_optt==0)'; fix_i=setdiff(1:N,differenc_set)'; n=length(differenc_set); - continue; - else + continue; + else h_optt(differenc_set)=0; break; end @@ -27,23 +27,23 @@ while flag % Optimal Lagrangian mult. and hit prob. calculated theoritically for the set of variables in differenc_set mu=max(0,(n*c_f-b*c_delta)/ sum(1./lambda(differenc_set))); %optimal lagrangian mult. h_optt(differenc_set)=(c_f-mu./lambda(differenc_set))/c_delta %optimal hit prob - + % mu has to be >=0 if(mu<0) b=(n*c_f/c_delta); % this sets mu to zero in the next iteration continue; end - - % check the violation of the hit_prob const + + % check the violation of the hit_prob const larger_i=find(h_optt>1); % h>1 smaller_i=find(h_optt<0); % h<0 if(length(smaller_i)==0 && length(larger_i)==0) - + break; end - + % find the furthest object from the 0 boundary min_viol=0; min_viol_i=-1; @@ -51,14 +51,14 @@ while flag [min_viol, min_viol_i]=min(h_optt); end % find the furthest object from the 1 boundary - max_viol=0; + max_viol=0; max_viol_i=-1; if(length(larger_i)>0) larger=h_optt-1; [max_viol ,max_viol_i]=max(h_optt-1); end - + % compare both furthest objects from both boundaries viol_i=min_viol_i; min_viol_flag=1; % True if the furthest one is from the left @@ -73,18 +73,15 @@ while flag else h_optt(viol_i)=min(1,b); end - + %calculate the new parameters after removing the furthest object from %the decision variables B_new=b-(h_optt(viol_i)); b=B_new; fix_i=[fix_i' viol_i']'; - differenc_set=setdiff(1:N,fix_i) ; + differenc_set=setdiff(1:N,fix_i) ; n=N-length(fix_i); - - end - end diff --git a/01_nb_cncf_optimization/nb_cost_optimization.ipynb b/01_nb_cncf_optimization/nb_cost_optimization.ipynb index 66211e0..725cd1d 100644 --- a/01_nb_cncf_optimization/nb_cost_optimization.ipynb +++ b/01_nb_cncf_optimization/nb_cost_optimization.ipynb @@ -1,50 +1,227 @@ { "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "ab5cd7d1-1a57-46fc-8282-dae0a6cc2944", + "metadata": {}, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "import random" + ] + }, { "cell_type": "code", "execution_count": 2, - "id": "a9f0a77b-0987-4604-88e7-3aa74c6af6d4", + "id": "3d1ad0b9-f6a8-4e98-84aa-6e02e4279954", + "metadata": {}, + "outputs": [], + "source": [ + "DATABASE_OBJECT_COUNT = 100\n", + "CACHE_SIZE = DATABASE_OBJECT_COUNT/2\n", + "ZIPF_CONSTANT = 2\n", + "\n", + "CACHE_MISS_COST = 1\n", + "CACHE_REFRESH_COST = 1\n", + "\n", + "SEED = 42\n", + "np.random.seed(SEED)\n", + "random.seed(SEED)\n", + "\n", + "LAMBDA_VALUES = np.array([np.random.zipf(ZIPF_CONSTANT) for i in np.arange(1, DATABASE_OBJECT_COUNT + 1,1)])" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9cc83cf6-5c78-4f0d-b7cb-08cdb80c362e", + "metadata": {}, + "outputs": [], + "source": [ + "# LAMBDA_VALUES = np.array([0.03, 0.04,0.05,0.06,0.07,1,1.1,1.2,1.3,1.4,1.5])\n", + "# DATABASE_OBJECT_COUNT = len(LAMBDA_VALUES)\n", + "# CACHE_SIZE = 4.4\n", + "# CACHE_MISS_COST = 7\n", + "# CACHE_REFRESH_COST = 1" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "3dc07233-0b56-4fee-a93b-212836c18b42", + "metadata": {}, + "outputs": [], + "source": [ + "db_object_count = DATABASE_OBJECT_COUNT\n", + "cache_sz = CACHE_SIZE\n", + "\n", + "lambda_vals = LAMBDA_VALUES\n", + "c_f = CACHE_MISS_COST\n", + "c_delta = CACHE_REFRESH_COST" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5a27d416-8f98-4814-af9e-6c6bef95f4ef", + "metadata": {}, + "outputs": [], + "source": [ + "def eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals):\n", + " num = (db_object_count * c_f - cache_sz * c_delta)\n", + " denom = np.sum(1.0/lambda_vals)\n", + " return max(0, num/denom)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "6276a9ce-f839-4fe6-90f2-2195cf065fc8", + "metadata": {}, + "outputs": [], + "source": [ + "def h_i_star(c_f, eta, lambda_vals, c_delta):\n", + " optimized_hitrate = (c_f - (eta/lambda_vals)) / c_delta\n", + " return optimized_hitrate" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "dcd31a8c-6864-4b9a-8bb3-998f0c32baf6", + "metadata": {}, + "outputs": [], + "source": [ + "def get_index_of_furthest_hitrate_from_boundary(hitrates):\n", + " local_hitrates = hitrates[(hitrates < 0) | (hitrates > 1)]\n", + " smallest_delta = np.abs(np.min(local_hitrates))\n", + " biggest_delta = np.max(local_hitrates) - 1\n", + " if smallest_delta > biggest_delta:\n", + " index = np.where(hitrates == np.min(local_hitrates))[0][0]\n", + " return index\n", + " else:\n", + " index = np.where(hitrates == np.max(local_hitrates))[0][0]\n", + " return index" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ccd4b95d-1cdd-4c99-a22e-4b31338993cf", "metadata": {}, "outputs": [ { "data": { - "image/png": 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" + "array([0.30256805, 0.76752268, 0.30256805, 0.30256805, 0.65128403,\n", + " 0.30256805, 0.86051361, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.30256805, 0.65128403,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.76752268, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.30256805, 0.65128403, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.86051361, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.82564201, 0.30256805, 0.82564201, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.76752268, 0.91282101, 0.30256805,\n", + " 0.82564201, 0.82564201, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.93025681, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.86051361, 0.92250756, 0.30256805, 0.30256805, 0.30256805,\n", + " 0.30256805, 0.30256805, 0.95897459, 0.65128403, 0.30256805,\n", + " 0.97317569, 0.30256805, 0.30256805, 0.65128403, 0.30256805,\n", + " 0.93025681, 0.30256805, 0.98989229, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.30256805, 0.30256805, 0.76752268,\n", + " 0.65128403, 0.65128403, 0.76752268, 0.95350454, 0.30256805,\n", + " 0.30256805, 0.86051361, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.30256805, 0.65128403, 0.30256805, 0.30256805,\n", + " 0.65128403, 0.65128403, 0.76752268, 0.30256805, 0.65128403,\n", + " 0.30256805, 0.30256805, 0.98115049, 0.82564201, 0.65128403])" ] }, + "execution_count": 14, "metadata": {}, - "output_type": "display_data" + "output_type": "execute_result" } ], "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", + "eta = eta_star(db_object_count, c_f, cache_sz, c_delta, lambda_vals)\n", + "optimized_hitrates = (c_f - eta / lambda_vals) / c_delta\n", + "optimized_hitrates" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "0e21c26f-058a-4e56-a5ad-1c47bf28656c", + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "All values optimized.\n" + ] + } + ], + "source": [ + "\"\"\"\n", + "Perform theoretical optimization to compute optimal hit probabilities.\n", "\n", - "# Define x-axis values\n", - "x = np.concatenate((np.arange(1, 11, 1), np.arange(10, 101, 10)))\n", + "Parameters:\n", + "- lambda_vals (numpy array): Request rates for each item.\n", + "- B (float): Total cache size.\n", + "- c_f (float): Fetching linear cost (cache miss cost).\n", + "- c_delta (float): Age linear cost.\n", "\n", - "# Example y-axis values (arbitrary function)\n", - "y = np.log(x) # Just an example, replace with your actual y-values\n", + "Returns:\n", + "- h_opt (numpy array): Optimal hit probabilities for each item.\n", + "\"\"\"\n", + "optimized_hitrates = np.zeros(DATABASE_OBJECT_COUNT)\n", + "current_db_object_count = DATABASE_OBJECT_COUNT\n", + "current_cache_size = CACHE_SIZE\n", "\n", - "# Create the plot\n", - "plt.figure(figsize=(8, 6))\n", - "plt.plot(x, y, marker='o', label=\"Data\")\n", + "differenc_set = np.arange(DATABASE_OBJECT_COUNT)\n", + "fix_i = []\n", "\n", - "# Customize the plot\n", - "plt.title(\"Custom X-Axis Plot\", fontsize=14)\n", - "plt.xlabel(\"X-Axis\", fontsize=12)\n", - "plt.ylabel(\"Y-Axis\", fontsize=12)\n", - "plt.xticks(x, rotation=45) # Optional: Rotate x-tick labels for better visibility\n", - "plt.grid(alpha=0.3)\n", - "plt.legend()\n", - "plt.show()\n" + "while True:\n", + " if current_db_object_count == 0:\n", + " print(\"No objects left to optimize.\")\n", + " if current_cache_size > 0:\n", + " # Redistribute unused cache size among items with zero hit probability\n", + " differenc_set = np.where(optimized_hitrates == 0)[0]\n", + " fix_i = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), differenc_set)\n", + " current_db_object_count = len(differenc_set)\n", + " continue\n", + " else:\n", + " optimized_hitrates[differenc_set] = 0\n", + " break\n", + " # Compute Lagrangian multiplier and optimal hit probabilities\n", + " eta = eta_star(current_db_object_count, c_f, current_cache_size, c_delta, lambda_vals[differenc_set])\n", + " optimized_hitrates[differenc_set] = (c_f - eta / lambda_vals[differenc_set]) / c_delta\n", + "\n", + " if eta < 0:\n", + " print(\"eta was negative.\")\n", + " current_cache_size = current_db_object_count * c_f / c_delta # Adjust cache size for next iteration\n", + " continue\n", + " \n", + " if len((optimized_hitrates[differenc_set])[((optimized_hitrates[differenc_set]) < 0) | ((optimized_hitrates[differenc_set])> 1)]) == 0:\n", + " print(\"All values optimized.\")\n", + " break\n", + " \n", + " max_outbound_index = get_index_of_furthest_hitrate_from_boundary(optimized_hitrates)\n", + " optimized_hitrates[max_outbound_index] = (1 if optimized_hitrates[max_outbound_index] > 1 else 0)\n", + "\n", + " current_cache_size =- optimized_hitrates[max_outbound_index]\n", + " fix_i.append(max_outbound_index)\n", + " differenc_set = np.setdiff1d(np.arange(DATABASE_OBJECT_COUNT), fix_i)\n", + " current_db_object_count -= 1" ] }, { "cell_type": "code", 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", + "created": 1733137382492, + "lastRetrieved": 1733137382492 + } + } +} \ No newline at end of file diff --git a/01_nb_cncf_optimization/Untitled-2024-11-20-1614.excalidraw b/01_nb_cncf_optimization/notes_paper.excalidraw similarity index 100% rename from 01_nb_cncf_optimization/Untitled-2024-11-20-1614.excalidraw rename to 01_nb_cncf_optimization/notes_paper.excalidraw