X-Git-Url: http://info.iut-bm.univ-fcomte.fr/pub/gitweb/simgrid.git/blobdiff_plain/56bce6d779d922fb77ee2daf5d918291669f2dc0..9cc319d2852299ef425a9fe1710006434d6c2900:/teshsuite/surf/lmm_usage/lmm_solve.cpp

diff --git a/teshsuite/surf/lmm_usage/lmm_solve.cpp b/teshsuite/surf/lmm_usage/lmm_solve.cpp
deleted file mode 100644
index e8bd4d3e8a..0000000000
--- a/teshsuite/surf/lmm_usage/lmm_solve.cpp
+++ /dev/null
@@ -1,285 +0,0 @@
-/* Copyright (c) 2019. The SimGrid Team. All rights reserved.               */
-
-/* This program is free software; you can redistribute it and/or modify it
- * under the terms of the license (GNU LGPL) which comes with this package. */
-
-#include "src/include/catch.hpp"
-#include "src/kernel/lmm/maxmin.hpp"
-#include "src/surf/surf_interface.hpp"
-#include "xbt/log.h"
-
-namespace lmm = simgrid::kernel::lmm;
-
-TEST_CASE("kernel::lmm Single constraint shared systems", "[kernel-lmm-shared-single-sys]")
-{
-  lmm::System* Sys = lmm::make_new_maxmin_system(false);
-
-  SECTION("Variable penalty")
-  {
-    /*
-     * A variable with twice the penalty gets half of the share
-     *
-     * In details:
-     *   o System:  a1 * p1 * \rho1  +  a2 * p2 * \rho2 < C
-     *   o consumption_weight: a1=1 ; a2=1
-     *   o sharing_penalty:    p1=1 ; p2=2
-     *
-     * Expectations
-     *   o rho1 = 2* rho2 (because rho2 has twice the penalty)
-     *   o rho1 + rho2 = C (because all weights are 1)
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 3);
-    lmm::Variable* rho_1      = Sys->variable_new(nullptr, 1);
-    lmm::Variable* rho_2      = Sys->variable_new(nullptr, 2);
-
-    Sys->expand(sys_cnst, rho_1, 1);
-    Sys->expand(sys_cnst, rho_2, 1);
-    Sys->solve();
-
-    REQUIRE(double_equals(rho_1->get_value(), 2, sg_maxmin_precision));
-    REQUIRE(double_equals(rho_2->get_value(), 1, sg_maxmin_precision));
-  }
-
-  SECTION("Consumption weight")
-  {
-    /*
-     * Variables of higher consumption weight consume more resource but get the same share
-     *
-     * In details:
-     *   o System:  a1 * p1 * \rho1  +  a2 * p2 * \rho2 < C
-     *   o consumption_weight: a1=1 ; a2=2
-     *   o sharing_penalty:    p1=1 ; p2=1
-     *
-     * Expectations
-     *   o rho1 = rho2 (because all penalties are 1)
-     *   o rho1 + 2* rho2 = C (because weight_2 is 2)
-     *   o so, rho1 = rho2 = 1 (because C is 3)
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 3);
-    lmm::Variable* rho_1      = Sys->variable_new(nullptr, 1);
-    lmm::Variable* rho_2      = Sys->variable_new(nullptr, 1);
-
-    Sys->expand(sys_cnst, rho_1, 1);
-    Sys->expand(sys_cnst, rho_2, 2);
-    Sys->solve();
-
-    REQUIRE(double_equals(rho_1->get_value(), 1, sg_maxmin_precision));
-    REQUIRE(double_equals(rho_2->get_value(), 1, sg_maxmin_precision));
-  }
-
-  SECTION("Consumption weight + variable weight")
-  {
-    /*
-     * Strange system under consideration:
-     * 56\times\rho_1^{74} + 21\times\rho_2^{6} + 2\times\rho_3^{2} \le 123
-     * Expectations:
-     *  - This test combine variable weight and consumption weight
-     *  - Thus, we expect that \rho_j=\frac{\frac{10}{\sum{\frac{a_i}{w_i}}}}{w_j}
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 123);
-    lmm::Variable* sys_var_1  = Sys->variable_new(nullptr, 56);
-    lmm::Variable* sys_var_2  = Sys->variable_new(nullptr, 21);
-    lmm::Variable* sys_var_3  = Sys->variable_new(nullptr, 3);
-
-    Sys->expand(sys_cnst, sys_var_1, 74);
-    Sys->expand(sys_cnst, sys_var_2, 6);
-    Sys->expand(sys_cnst, sys_var_3, 2);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 0.9659686, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 2.575916, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 18.03141, sg_maxmin_precision));
-  }
-
-  Sys->variable_free_all();
-  delete Sys;
-}
-
-TEST_CASE("kernel::lmm Multiple constraint shared systems", "[kernel-lmm-shared-multiple-sys]")
-{
-  lmm::System* Sys = lmm::make_new_maxmin_system(false);
-
-  SECTION("3 Constraints system")
-  {
-
-    /*
-     * System under consideration:
-     * 4\times\rho_1^{5.1} + 2.6\times\rho_2^{7} + 1.2\times\rho_3^{8.5} \le 14.6 \\
-     * 5\times\rho_4^{6.2} + 2\times\rho_2^{7}   + 4.1\times\rho_3^{8.5} \le 40.7 \\
-     * 6\times\rho_5^1                                                   \le 7
-     * Expectation:
-     *  - Order of inequation solving: 3, 1 and 2
-     *  - Variable values are fixed using: \rho_j=\frac{\frac{C_r}{\sum{\frac{a_{r,i}}{w_i}}}}{w_j}
-     */
-
-    lmm::Constraint* sys_cnst_1 = Sys->constraint_new(nullptr, 14.6);
-    lmm::Constraint* sys_cnst_2 = Sys->constraint_new(nullptr, 10.7);
-    lmm::Constraint* sys_cnst_3 = Sys->constraint_new(nullptr, 7);
-
-    lmm::Variable* sys_var_1 = Sys->variable_new(nullptr, 5.1, 0.0, 1);
-    lmm::Variable* sys_var_2 = Sys->variable_new(nullptr, 7, 0.0, 2);
-    lmm::Variable* sys_var_3 = Sys->variable_new(nullptr, 8.5, 0.0, 2);
-    lmm::Variable* sys_var_4 = Sys->variable_new(nullptr, 6.2, 0.0, 1);
-    lmm::Variable* sys_var_5 = Sys->variable_new(nullptr, 1, 0.0, 1);
-
-    // Constraint 1
-    Sys->expand(sys_cnst_1, sys_var_1, 4);
-    Sys->expand(sys_cnst_1, sys_var_2, 2.6);
-    Sys->expand(sys_cnst_1, sys_var_3, 1.2);
-    // Constraint 2
-    Sys->expand(sys_cnst_2, sys_var_4, 5);
-    Sys->expand(sys_cnst_2, sys_var_2, 2);
-    Sys->expand(sys_cnst_2, sys_var_3, 4.1);
-    // Constraint 3
-    Sys->expand(sys_cnst_3, sys_var_5, 6);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 2.779119, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 0.9708181, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 0.7994973, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_4->get_value(), 1.096085, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_5->get_value(), 1.166667, sg_maxmin_precision));
-  }
-
-  Sys->variable_free_all();
-  delete Sys;
-}
-
-TEST_CASE("kernel::lmm Single constraint unshared systems", "[kernel-lmm-unshared-single-sys]")
-{
-  lmm::System* Sys = lmm::make_new_maxmin_system(false);
-
-  SECTION("Variable weight")
-  {
-    /*
-     * System under consideration:
-     * 1\times\rho_1^{1} + 1\times\rho_2^{2} + 1\times\rho_3^{3} \le 10
-     * Expectation:
-     *  - Variables are fixed using: \rho_j=\frac{\frac{10}{\frac{1}{1}}}{w_j}
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 10);
-    sys_cnst->unshare(); // FATPIPE
-    lmm::Variable* sys_var_1 = Sys->variable_new(nullptr, 1, 0.0, 1);
-    lmm::Variable* sys_var_2 = Sys->variable_new(nullptr, 2, 0.0, 1);
-    lmm::Variable* sys_var_3 = Sys->variable_new(nullptr, 3, 0.0, 1);
-
-    Sys->expand(sys_cnst, sys_var_1, 1);
-    Sys->expand(sys_cnst, sys_var_2, 1);
-    Sys->expand(sys_cnst, sys_var_3, 1);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 10, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 5, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 3.333333, sg_maxmin_precision));
-  }
-
-  SECTION("Consumption weight")
-  {
-    /*
-     * System under consideration:
-     * 1\times\rho_1^{1} + 2\times\rho_2^{1} + 3\times\rho_3^{1} \le 10
-     * Expectations:
-     *  - Variables are fixed using: \rho_j=\frac{\frac{10}{\frac{3}{1}}}{w_j}
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 10);
-    sys_cnst->unshare();
-    lmm::Variable* sys_var_1 = Sys->variable_new(nullptr, 1, 0.0, 1);
-    lmm::Variable* sys_var_2 = Sys->variable_new(nullptr, 1, 0.0, 1);
-    lmm::Variable* sys_var_3 = Sys->variable_new(nullptr, 1, 0.0, 1);
-
-    Sys->expand(sys_cnst, sys_var_1, 1);
-    Sys->expand(sys_cnst, sys_var_2, 2);
-    Sys->expand(sys_cnst, sys_var_3, 3);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 3.333333, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 3.333333, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 3.333333, sg_maxmin_precision));
-  }
-
-  SECTION("Consumption weight + variable weight")
-  {
-    /*
-     * Strange system under consideration:
-     * 56\times\rho_1^{74} + 21\times\rho_2^{6} + 2\times\rho_3^{2} \le 123
-     * Expectation:
-     *  - Variables are fixed using: \rho_j=\frac{\frac{123}{\frac{74}{56}}}{w_j}
-     */
-
-    lmm::Constraint* sys_cnst = Sys->constraint_new(nullptr, 123);
-    sys_cnst->unshare();
-    lmm::Variable* sys_var_1 = Sys->variable_new(nullptr, 56, 0.0, 1);
-    lmm::Variable* sys_var_2 = Sys->variable_new(nullptr, 21, 0.0, 1);
-    lmm::Variable* sys_var_3 = Sys->variable_new(nullptr, 3, 0.0, 1);
-
-    Sys->expand(sys_cnst, sys_var_1, 74);
-    Sys->expand(sys_cnst, sys_var_2, 6);
-    Sys->expand(sys_cnst, sys_var_3, 2);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 1.662162, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 4.432432, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 31.02703, sg_maxmin_precision));
-  }
-
-  Sys->variable_free_all();
-  delete Sys;
-}
-
-TEST_CASE("kernel::lmm Multiple constraint unshared systems", "[kernel-lmm-unshared-multiple-sys]")
-{
-  lmm::System* Sys = lmm::make_new_maxmin_system(false);
-
-  SECTION("3 Constraints system")
-  {
-
-    /*
-     * System under consideration:
-     * 4\times\rho_1^{5.1} + 2.6\times\rho_2^{7} + 1.2\times\rho_3^{8.5} \le 14.6 \\
-     * 5\times\rho_4^{6.2} + 2\times\rho_2^{7}   + 4.1\times\rho_3^{8.5} \le 40.7 \\
-     * 6\times\rho_5^1                                                   \le 7
-     * Expectations:
-     *  - Variable are fixed using: \rho_j=\frac{\frac{C_r}{max\left(\frac{a_{r},i}{w_i}\right)}}{w_j}
-     *  - The order of inequation solving is expected to be: 3, 2 and 1 
-     */
-
-    lmm::Constraint* sys_cnst_1 = Sys->constraint_new(nullptr, 14.6);
-    sys_cnst_1->unshare();
-    lmm::Constraint* sys_cnst_2 = Sys->constraint_new(nullptr, 10.7);
-    sys_cnst_2->unshare();
-    lmm::Constraint* sys_cnst_3 = Sys->constraint_new(nullptr, 7);
-    sys_cnst_3->unshare();
-
-    lmm::Variable* sys_var_1 = Sys->variable_new(nullptr, 5.1, 0.0, 1);
-    lmm::Variable* sys_var_2 = Sys->variable_new(nullptr, 7, 0.0, 2);
-    lmm::Variable* sys_var_3 = Sys->variable_new(nullptr, 8.5, 0.0, 2);
-    lmm::Variable* sys_var_4 = Sys->variable_new(nullptr, 6.2, 0.0, 1);
-    lmm::Variable* sys_var_5 = Sys->variable_new(nullptr, 1, 0.0, 1);
-
-    // Constraint 1
-    Sys->expand(sys_cnst_1, sys_var_1, 4);
-    Sys->expand(sys_cnst_1, sys_var_2, 2.6);
-    Sys->expand(sys_cnst_1, sys_var_3, 1.2);
-    // Constraint 2
-    Sys->expand(sys_cnst_2, sys_var_4, 5);
-    Sys->expand(sys_cnst_2, sys_var_2, 2);
-    Sys->expand(sys_cnst_2, sys_var_3, 4.1);
-    // Constraint 3
-    Sys->expand(sys_cnst_3, sys_var_5, 6);
-    Sys->solve();
-
-    REQUIRE(double_equals(sys_var_1->get_value(), 3.65, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_2->get_value(), 1.895429, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_3->get_value(), 1.560941, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_4->get_value(), 2.14, sg_maxmin_precision));
-    REQUIRE(double_equals(sys_var_5->get_value(), 1.166667, sg_maxmin_precision));
-  }
-
-  Sys->variable_free_all();
-  delete Sys;
-}