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MPI的点到点通信模式包括:标准通信\_\_\_\_, \_\_\_\_, \_\_\_\_, \_\_\_\_. + +3. 四种循环转换包括:循环交换, 循环分块, \_\_\_\_, \_\_\_\_. + +4. MPI集合通信的三个主要功能是:通信, \_\_\_\_, \_\_\_\_. + +### 简答题 + +1. 简述 OpenMP 的 Fork-Join 工作模式. + +2. 分布式内存系统与共享内存系统的核心区别是什么? + +3. MPI阻塞接收与非阻塞接收的区别是什么? + +4. 临界区嵌套会导致什么问题? 如何解决? + +5. 简述信号量(Semaphore)实现 Barrier 的方法. + +### 编程题 + +1. 哲学家用餐问题, 如何用互斥锁与信号量解决哲学家用餐问题, 保证不会出现死锁和饥饿? (注:此题只需写伪代码, 不需要严格的参照接口定义) + +2. 多个进程分别拥有私有的数组, 现在要计算各个进程中所有数组元素的平均值. + + 使用MPI_Allreduce实现函数void Global_average(double loc_arr[], int loc_n, MPI_Comm comm, double* global_avg), 先计算局部总和与元素总数, 再归约计算全局总和与总元素数, 最后算平均值, 运行结束后所有进程中的global_avg都应该储存相同的结果, 即全局平均值. + + (其中loc_arr[]为每个进程拥有的局部数组, loc_n 为局部数组的大小, comm 为通讯器, global_avg 储存最终结果) + + (注:本题下方提供了会用到的 MPI 函数定义以供查阅, 不需要特意背诵接口. 不过奇怪的是考试中唯独没有提供 MPI_Allreduce 的定义, 比较诡异) diff --git a/docs/courses/软件工程学院/并行程序设计/index.md b/docs/courses/软件工程学院/并行程序设计/index.md index e10ca2e..6789fae 100644 --- a/docs/courses/软件工程学院/并行程序设计/index.md +++ b/docs/courses/软件工程学院/并行程序设计/index.md @@ -1,39 +1,25 @@ -# 2025春季学期并行程序设计期末考试试卷(回忆版) +--- +title: 并行程序设计 +category: + - 软件工程学院 + - 课程评价 +tag: + - 课程 +--- -## 选择题 +## 2024-2025学年下学期 -选择题都较简单,不做记录。 +### 试卷 -## 填空题 +- [2024-2025学年下学期期末试卷](./2024-2025学年下学期期末.md) -1.均匀储存访问模型中,处理器访问储存器的时间\_\_\_\_,物理储存器被所有处理器\_\_\_\_,每台处理器带\_\_\_\_缓存。 +### 谷守珍 -2.MPI的点到点通信模式包括:标准通信\_\_\_\_,\_\_\_\_,\_\_\_\_,\_\_\_\_。 +#### 教学资源 -3.四种循环转换包括:循环交换,循环分块,\_\_\_\_,\_\_\_\_。 +- [2024-2025学年下学期课件](https://drive.vanillaaaa.org/SharedCourses/软件工程学院/并行程序设计/2024-2025学年下学期/课件) +- [2024-2025学年下学期作业](https://drive.vanillaaaa.org/SharedCourses/软件工程学院/并行程序设计/2024-2025学年下学期/作业) -4.MPI集合通信的三个主要功能是:通信,\_\_\_\_,\_\_\_\_。 +## 推荐教材与参考资料 -## 简答题 - -1.简述OpenMP的Fork-Join工作模式。 - -2.分布式内存系统与共享内存系统的核心区别是什么? - -3.MPI阻塞接收与非阻塞接收的区别是什么? - -4.临界区嵌套会导致什么问题?如何解决? - -5.简述信号量(Semaphore)实现Barrier的方法。 - -## 编程题 - -1.哲学家用餐问题,如何用互斥锁与信号量解决哲学家用餐问题,保证不会出现死锁和饥饿?(注:此题只需写伪代码,不需要严格的参照接口定义) - -2.多个进程分别拥有私有的数组,现在要计算各个进程中所有数组元素的平均值。 - -使用MPI_Allreduce实现函数void Global_average(double loc_arr[], int loc_n, MPI_Comm comm, double* global_avg),先计算局部总和与元素总数,再归约计算全局总和与总元素数,最后算平均值,运行结束后所有进程中的global_avg都应该储存相同的结果,即全局平均值。 - -(其中loc_arr[]为每个进程拥有的局部数组,loc_n为局部数组的大小,comm为通讯器,global_avg储存最终结果) - -(注:本题下方提供了会用到的MPI函数定义以供查阅,不需要特意背诵接口。不过奇怪的是考试中唯独没有提供MPI_Allreduce的定义,比较诡异) +- [并行程序设计导论](https://drive.vanillaaaa.org/d/SharedCourses/%E8%BD%AF%E4%BB%B6%E5%B7%A5%E7%A8%8B%E5%AD%A6%E9%99%A2/%E5%B9%B6%E8%A1%8C%E7%A8%8B%E5%BA%8F%E8%AE%BE%E8%AE%A1/%E5%B9%B6%E8%A1%8C%E7%A8%8B%E5%BA%8F%E8%AE%BE%E8%AE%A1%E5%AF%BC%E8%AE%BA.pdf?sign=v1EtFro7aKJbuG-4kyKAiV3dQf6kRNag6o1QPUNm2to=:0) diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/1.txt b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/1.txt deleted file mode 100644 index 6d25a49..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/1.txt +++ /dev/null @@ -1,21 +0,0 @@ -Networked systems can be represented using graphs. -Tenants who use the systems in which their resources are -hosted need to check with the provider of the resources that -their resources are properly connected and that -their resources are properly separated from the resources of -other tenants. Since providers manage systems for -multiple tenants, a method to prove the connectivity and isolation -without revealing the network topology is required. As a solution, -an efficient zero-knowledge proof system of graph signatures -using a bilinear-map accumulator has been proposed, where the -verification time and the size of the proof data do not depend on -the number of graph vertexes and edges. However, this system -has two problems. First, since the proof does not include labels, -it is not possible to prove the connectivity considering network -bandwidth and cost. Second, since it assumes undirected graphs, -it cannot handle applications on directed graphs such as network -flows. In this study, we extend the previous system and propose -a zero-knowledge proof system of the connectivity for directed -graphs where each edge has labels. We implemented our system -on a PC using a pairng library and evaluate it by measuring the -processing times. \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/2.txt b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/2.txt deleted file mode 100644 index 6d25a49..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/2.txt +++ /dev/null @@ -1,21 +0,0 @@ -Networked systems can be represented using graphs. -Tenants who use the systems in which their resources are -hosted need to check with the provider of the resources that -their resources are properly connected and that -their resources are properly separated from the resources of -other tenants. Since providers manage systems for -multiple tenants, a method to prove the connectivity and isolation -without revealing the network topology is required. As a solution, -an efficient zero-knowledge proof system of graph signatures -using a bilinear-map accumulator has been proposed, where the -verification time and the size of the proof data do not depend on -the number of graph vertexes and edges. However, this system -has two problems. First, since the proof does not include labels, -it is not possible to prove the connectivity considering network -bandwidth and cost. Second, since it assumes undirected graphs, -it cannot handle applications on directed graphs such as network -flows. In this study, we extend the previous system and propose -a zero-knowledge proof system of the connectivity for directed -graphs where each edge has labels. We implemented our system -on a PC using a pairng library and evaluate it by measuring the -processing times. \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/3.txt b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/3.txt deleted file mode 100644 index 6d25a49..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/3.txt +++ /dev/null @@ -1,21 +0,0 @@ -Networked systems can be represented using graphs. -Tenants who use the systems in which their resources are -hosted need to check with the provider of the resources that -their resources are properly connected and that -their resources are properly separated from the resources of -other tenants. Since providers manage systems for -multiple tenants, a method to prove the connectivity and isolation -without revealing the network topology is required. As a solution, -an efficient zero-knowledge proof system of graph signatures -using a bilinear-map accumulator has been proposed, where the -verification time and the size of the proof data do not depend on -the number of graph vertexes and edges. However, this system -has two problems. First, since the proof does not include labels, -it is not possible to prove the connectivity considering network -bandwidth and cost. Second, since it assumes undirected graphs, -it cannot handle applications on directed graphs such as network -flows. In this study, we extend the previous system and propose -a zero-knowledge proof system of the connectivity for directed -graphs where each edge has labels. We implemented our system -on a PC using a pairng library and evaluate it by measuring the -processing times. \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/4.txt b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/4.txt deleted file mode 100644 index 6d25a49..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/4.txt +++ /dev/null @@ -1,21 +0,0 @@ -Networked systems can be represented using graphs. -Tenants who use the systems in which their resources are -hosted need to check with the provider of the resources that -their resources are properly connected and that -their resources are properly separated from the resources of -other tenants. Since providers manage systems for -multiple tenants, a method to prove the connectivity and isolation -without revealing the network topology is required. As a solution, -an efficient zero-knowledge proof system of graph signatures -using a bilinear-map accumulator has been proposed, where the -verification time and the size of the proof data do not depend on -the number of graph vertexes and edges. However, this system -has two problems. First, since the proof does not include labels, -it is not possible to prove the connectivity considering network -bandwidth and cost. Second, since it assumes undirected graphs, -it cannot handle applications on directed graphs such as network -flows. In this study, we extend the previous system and propose -a zero-knowledge proof system of the connectivity for directed -graphs where each edge has labels. We implemented our system -on a PC using a pairng library and evaluate it by measuring the -processing times. \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/producer_consumer.cpp b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/producer_consumer.cpp deleted file mode 100644 index 4033862..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/producer_consumer.cpp +++ /dev/null @@ -1,111 +0,0 @@ -#include -#include -#include -#include -#include -#include -#include -#include - -std::queue shared_queue; -int producers_done = 0; -omp_lock_t queue_lock; -omp_lock_t output_lock; -int n; - -void producer(int file_index, const char *filename) -{ - std::ifstream file(filename); - if (!file.is_open()) - { -#pragma omp critical - std::cerr << "Error opening file: " << filename << std::endl; - return; - } - std::string line; - while (std::getline(file, line)) - { - omp_set_lock(&queue_lock); - shared_queue.push(line); - omp_unset_lock(&queue_lock); - } - omp_set_lock(&queue_lock); - producers_done++; - omp_unset_lock(&queue_lock); -} - -void consumer() -{ - while (true) - { - std::string line; - bool should_exit = false; - - omp_set_lock(&queue_lock); - if (!shared_queue.empty()) - { - line = shared_queue.front(); - shared_queue.pop(); - omp_unset_lock(&queue_lock); - - std::istringstream iss(line); - std::string word; - while (iss >> word) - { - omp_set_lock(&output_lock); - std::cout << word << std::endl; - omp_unset_lock(&output_lock); - } - } - else - { - if (producers_done == n) - should_exit = true; - omp_unset_lock(&queue_lock); - if (should_exit) - break; - std::this_thread::sleep_for(std::chrono::milliseconds(1)); - } - } -} - -int main(int argc, char *argv[]) -{ - if (argc < 3) - { - std::cerr << "Usage: " << argv[0] << " n file1 file2 ... filen" << std::endl; - return 1; - } - n = std::stoi(argv[1]); - if (argc != n + 2) - { - std::cerr << "Expected " << n << " files, got " << (argc - 2) << std::endl; - return 1; - } - - omp_init_lock(&queue_lock); - omp_init_lock(&output_lock); - -#pragma omp parallel num_threads(2 * n) - { - int tid = omp_get_thread_num(); - if (tid < n) - { - producer(tid, argv[2 + tid]); - } - else - { - consumer(); - } - } - - omp_destroy_lock(&queue_lock); - omp_destroy_lock(&output_lock); - - std::cout << std::endl - << "All producers and consumers have finished." << std::endl; - return 0; -} - -// g++ -o producer_consumer -fopenmp producer_consumer.cpp -std=c++11 -// .\producer_consumer 4 1.txt 2.txt 3.txt 4.txt \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/producer_consumer.exe b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业1/producer_consumer.exe deleted file mode 100644 index 003c0792e2e9047d39434af2ac4bf2c1d215ee95..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 136515 zcmeFa3wV^(wLiQklSw9!FastS5bB74K_Mg%Fj3G9$%Gl1Bx5cR6`h1!NHiodnQ&2T 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file mode 100644 index 66e3e15..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业2/input.txt +++ /dev/null @@ -1 +0,0 @@ -1250 1249 1248 1247 1246 1245 1244 1243 1242 1241 1240 1239 1238 1237 1236 1235 1234 1233 1232 1231 1230 1229 1228 1227 1226 1225 1224 1223 1222 1221 1220 1219 1218 1217 1216 1215 1214 1213 1212 1211 1210 1209 1208 1207 1206 1205 1204 1203 1202 1201 1200 1199 1198 1197 1196 1195 1194 1193 1192 1191 1190 1189 1188 1187 1186 1185 1184 1183 1182 1181 1180 1179 1178 1177 1176 1175 1174 1173 1172 1171 1170 1169 1168 1167 1166 1165 1164 1163 1162 1161 1160 1159 1158 1157 1156 1155 1154 1153 1152 1151 1150 1149 1148 1147 1146 1145 1144 1143 1142 1141 1140 1139 1138 1137 1136 1135 1134 1133 1132 1131 1130 1129 1128 1127 1126 1125 1124 1123 1122 1121 1120 1119 1118 1117 1116 1115 1114 1113 1112 1111 1110 1109 1108 1107 1106 1105 1104 1103 1102 1101 1100 1099 1098 1097 1096 1095 1094 1093 1092 1091 1090 1089 1088 1087 1086 1085 1084 1083 1082 1081 1080 1079 1078 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MPI_Comm_size(MPI_COMM_WORLD, &comm_sz); - const int LOCAL_SIZE = 1250; // 共排序10000个元素,用8个进程,每个进程1250个元素 - - int *full_data = NULL; - if (my_rank == 0) - { - FILE *fp = fopen("input.txt", "r"); - if (fp == NULL) - { - fprintf(stderr, "Failed to open input file\n"); - MPI_Abort(MPI_COMM_WORLD, 1); - } - - int total_size = comm_sz * LOCAL_SIZE; - full_data = malloc(total_size * sizeof(int)); - for (int i = 0; i < total_size; i++) - { - if (fscanf(fp, "%d", &full_data[i]) != 1) - { - fprintf(stderr, "Invalid input format\n"); - MPI_Abort(MPI_COMM_WORLD, 1); - } - } - fclose(fp); - } - - int *local_data = malloc(LOCAL_SIZE * sizeof(int)); - if (local_data == NULL) - { - fprintf(stderr, "Memory allocation failed!\n"); - MPI_Abort(MPI_COMM_WORLD, 1); - } - - MPI_Scatter(full_data, LOCAL_SIZE, MPI_INT, - local_data, LOCAL_SIZE, MPI_INT, - 0, MPI_COMM_WORLD); - - // 本地排序 - qsort(local_data, LOCAL_SIZE, sizeof(int), compare); - - // 奇偶阶段排序 - for (int phase = 0; phase < comm_sz; phase++) - { - int partner; - // 计算partner - if (phase % 2 == 0) - { - partner = my_rank + 1; - } - else - { - partner = my_rank - 1; - } - - // 检查partner是否有效 - if (partner < 0 || partner >= comm_sz) - { - continue; - } - - // 准备发送和接收缓冲区 - int *received_data = malloc(LOCAL_SIZE * sizeof(int)); - int *merged_data = malloc(2 * LOCAL_SIZE * sizeof(int)); - - // 使用阻塞式通信交换数据 - MPI_Sendrecv(local_data, LOCAL_SIZE, MPI_INT, partner, 0, - received_data, LOCAL_SIZE, MPI_INT, partner, 0, - MPI_COMM_WORLD, MPI_STATUS_IGNORE); - - // 合并两个有序数组 - merge(local_data, received_data, merged_data, LOCAL_SIZE); - - // 保留前一半或后一半 - if (my_rank < partner) - { - // 保留较小的一半 - for (int i = 0; i < LOCAL_SIZE; i++) - { - local_data[i] = merged_data[i]; - } - } - else - { - // 保留较大的一半 - for (int i = 0; i < LOCAL_SIZE; i++) - { - local_data[i] = merged_data[LOCAL_SIZE + i]; - } - } - - free(received_data); - free(merged_data); - } - - // 排序完成后收集结果到0号进程 - int *global_data = NULL; - if (my_rank == 0) - { - global_data = malloc(comm_sz * LOCAL_SIZE * sizeof(int)); - } - - MPI_Gather(local_data, LOCAL_SIZE, MPI_INT, - global_data, LOCAL_SIZE, MPI_INT, - 0, MPI_COMM_WORLD); - - if (my_rank == 0) - { - FILE *fout = fopen("output.txt", "w"); - if (fout == NULL) - { - fprintf(stderr, "Failed to open output file\n"); - MPI_Abort(MPI_COMM_WORLD, 1); - } - - for (int i = 0; i < comm_sz * LOCAL_SIZE; i++) - { - fprintf(fout, "%d ", global_data[i]); - } - fprintf(fout, "\n"); - fclose(fout); - } - - free(local_data); - free(full_data); - free(global_data); - MPI_Finalize(); - return 0; -} \ No newline at end of file diff --git a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业2/output.txt b/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业2/output.txt deleted file mode 100644 index 6a464be..0000000 --- a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业2/output.txt +++ /dev/null @@ -1 +0,0 @@ -1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 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a/docs/courses/软件工程学院/并行程序设计/作业/10225101408_朱炎_编程作业2/作业说明.md +++ /dev/null @@ -1,7 +0,0 @@ -# 作业说明 - -input.txt文件为无序的10000个数字,输入到0号进程,再分配到8个进程,各排序1250个数字,最后合并到0号进程输出到output.txt中 - -本目录下命令行运行: -1.mpicc mpi.c -o mpi -2.mpirun -np 8 ./mpi diff --git a/docs/courses/软件工程学院/并行程序设计/教材/并行程序设计导论.pdf b/docs/courses/软件工程学院/并行程序设计/教材/并行程序设计导论.pdf deleted file mode 100644 index 22267580eb612ed1dc2edb403d8c4f26cd0b0cf2..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 16316873 zcmce-V|Xo1yDc1BD=T)gVq?Zwv28n9v2EM7ZQHhO+g$ON=l%9R`_DdSzkklTuI{e8 z#=L9JzN))wj2_jKL{?CkhJls^o@8%-dLABz2|&+IKu=(;ZwAlBMJH@(;b3G(Cv2hT zU?gZ{U~Oph4cXZ{5HQlSGt)^LS^aS^Az%hDG0{nXL-cftt~N$=GWuo;4wgJT_6~MN zdY14oCR+*V-Vs`Zj>Fes0|g+yq8e-Jr7e*}fdoDGZz2KY6hBrfUElUC^(VSqCabbL ztCr23y}5d%mxQ&j^0mwa!U@Sk!%(2aQRPa#6+eUXO7fHzLvjj~D9b?1V&lqa%20lQ zr_He2Z*O)oIZwGz4Y+N2K4(rl8&9#{?@tv@+{Gm%sL6@Le~raq!GbHyg1A{+@k|U5P%d2boYorDtdlqF`sLVyd_bhyma4otYlQ@A5B0wuUwH=fB*=I 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