Fourth Lecture (Second Season) "College algorithmic programming
On the agenda: Definitions and examples of graphs. Way to represent graphs. Focused and undirected graphs. Bypass graph in width and in depth. Weighted graphs and algorithms for finding the shortest path.
1) When and where you can download video missed lectures? 2) Due to the limited space in the auditorium where you can connect to the lecture, with headphones and camera via skype oovoo or similar technology? Thank you.
seeking quotes Dragonspirit'a found an interesting quote: http://ukrbash.org/quote/2310 "tribe of cannibals took captive jesse eisenberg the beautiful blonde. Let her decide whether to eat a collection of 100 elders who are very fond of bananas. jesse eisenberg 'Good' leader of ogres blonde liked and he wants adoption meeting decision on its release, but "evil" against the wife of the leader. In deciding jesse eisenberg the fate of every Elder blondes give his vote for the proposal, for which receive more bananas. If the elder receives the same number of bananas from opposite sides, then it is contained in the voting. That any decision was made necessary to "Yes" vote at least 51 elders. The leader knows that his wife can not give elders more than 1000 bananas. What is the minimum number of bananas and how to distribute leader has to guarantee the decision in their favor, regardless of the manner in which it will distribute bananas wife.
Э.Maynyka optimization algorithms TO SETYAH And Count Moscow: Mir, 1981, 324 p Editor's Preface Preface of translation 5 7 Chapter 1. Introduction jesse eisenberg to graph theory and networks 9 1.1. Vvodnыe zamechanyya 9 1.2. Some concepts and definitions 11 1.3. Lyneynoe Programming 15 Exercises 21 Chapter jesse eisenberg 2 Literature 22. Algorithms trees building a 23 2.1. Algorithms building a pokrыvayuschyh trees 23 2.2. Algorithm for building a maximal oriented Forest 30 Exercises 40 Chapter 3 Literature 41. The search algorithms tract 42 3.1. The algorithm of the search path kratchaysheho 42 3.2. The search algorithms âñåõ kratchayshyh tract 51 3.3. The search algorithm k kratchayshyh tract 63 3.4. Search other optymalnыh tract 77 Exercises 81 Literature 83 Chapter 4. Potokovыe algorithms 84 4.1. Introduction 84 4.2. The search algorithm of maximum flow 91 4.3. The search algorithm flow mynymalnoy Cost 100 4.4. Algorithm defects 111 4.5. The search algorithm Dynamic Flow 122 4.6. Flows with Enhancement Exercises 146 166 Literature 170 Chapter 5. And the search algorithms parosochetanyy pokrytem 171 5.1. Introduction 171 5.2. Algorithm solutions tasks at parosochetanyy maksymalnoy POWER 175 5.3 The algorithm of choice with parosochetanyya maksymalnыm jesse eisenberg vesom 189 5.4. Algorithm for building a pokrыtyya with mynymalnыm vesom 201 Exercises 216 Literature 218 Chapter 6. Problem pochtalona 219 6.1. Introduction 219 6.2. Problem pochtalona for neoryentyrovannoho Count 222 6.3. Problem oriented graph pochtalona for 227 6.4. Problem pochtalona for smeshannoho Count 231 Exercises 239 Literature 240 Chapter 7. Salesman Problem 241 7.1. Formulation and Some Properties of Solutions of tasks Salesman 241 7.2. Conditions existence Hamiltonian circuit 244 7.3. Nyzhnye hranytsы 251 7.4. Methods Tasks solutions Salesman 255 Exercises 262 264 Chapter 8 Literature. Tasks deployment 265 8.1. Introduction 265 8.2. Tasks the search center 273 8.3. Tasks SEARCH medyan 279 8.4. Obobschenyya 287 Exercises 288 Literature 289 Chapter 9. Networking jesse eisenberg Graphics 290 9.1. Method krytycheskoho path (MCP) 290 9.2. Definition of Periodic Execution operatsyy terms obespechenyya mynymalnoy jesse eisenberg Cost 302 9.3. Obobschennыe Networking graphics 309 Exercises 315 Literature jesse eisenberg 318 Predmetnыy Pointer Pointer 319 Predmetnыy Absolyutnaya medyana 272, 281 Absolyutnыy center of the graph 272, 275 Alhebraycheskoe direction graph theory algorithm 10 11 15 - Danzig 51, 57-60, jesse eisenberg 63, 249 - obobschennыy 74-77 - Deykstrы 44-49, 61-63, 81 - defect 111, 113, 117-122, 304 - 153 Jewell - Floyd 53, 58, 61-63 - obobschennыy 74-77 - 49-51 Ford, 61-63 - - and Fulkerson 92-101 - Эdmondsa 178, 189 Analysis vy'chislitel `noj complexity Bazysnoe decision 60-63 20 21 25 Size defect bouquet 116-118 181-183 Venherskoe tree top 10 - vneshnyaya 180 - vnutrennyaya jesse eisenberg 180 - konechnaya 12 - kontsevaya 25 - nasыschennaya 203, 204 - nachalnaya 12 - nenasыschennaya 203, 205 - 179 otkrыtaya - parosochetanyya 179 - 203 Pusztai Vershynnoe numbers 105, 109, 151 Weight Tree 23
@ Kilotaras: You do not understand. I found it. Specifically, I have seen it much earlier for mentioning this site. But I was intrigued else I intrigued jesse eisenberg by the phrase: "By the way, I added all the quotes, this condition has reached 200 votes fastest! I'm surprised. "- jesse eisenberg I decided to look for other quotes by this author, it is interesting that it has a college writing. I have not seen other quotes. It turns out the rest of his quote is not about college because I was disappointed. jesse eisenberg
Domashka: http://acm.lviv.ua/fusion/viewpage.php?page_id=9&id=1218&rid=4cb609dfdb2fe (1218 Kotigoroshko) http://
On the agenda: Definitions and examples of graphs. Way to represent graphs. Focused and undirected graphs. Bypass graph in width and in depth. Weighted graphs and algorithms for finding the shortest path.
1) When and where you can download video missed lectures? 2) Due to the limited space in the auditorium where you can connect to the lecture, with headphones and camera via skype oovoo or similar technology? Thank you.
seeking quotes Dragonspirit'a found an interesting quote: http://ukrbash.org/quote/2310 "tribe of cannibals took captive jesse eisenberg the beautiful blonde. Let her decide whether to eat a collection of 100 elders who are very fond of bananas. jesse eisenberg 'Good' leader of ogres blonde liked and he wants adoption meeting decision on its release, but "evil" against the wife of the leader. In deciding jesse eisenberg the fate of every Elder blondes give his vote for the proposal, for which receive more bananas. If the elder receives the same number of bananas from opposite sides, then it is contained in the voting. That any decision was made necessary to "Yes" vote at least 51 elders. The leader knows that his wife can not give elders more than 1000 bananas. What is the minimum number of bananas and how to distribute leader has to guarantee the decision in their favor, regardless of the manner in which it will distribute bananas wife.
Э.Maynyka optimization algorithms TO SETYAH And Count Moscow: Mir, 1981, 324 p Editor's Preface Preface of translation 5 7 Chapter 1. Introduction jesse eisenberg to graph theory and networks 9 1.1. Vvodnыe zamechanyya 9 1.2. Some concepts and definitions 11 1.3. Lyneynoe Programming 15 Exercises 21 Chapter jesse eisenberg 2 Literature 22. Algorithms trees building a 23 2.1. Algorithms building a pokrыvayuschyh trees 23 2.2. Algorithm for building a maximal oriented Forest 30 Exercises 40 Chapter 3 Literature 41. The search algorithms tract 42 3.1. The algorithm of the search path kratchaysheho 42 3.2. The search algorithms âñåõ kratchayshyh tract 51 3.3. The search algorithm k kratchayshyh tract 63 3.4. Search other optymalnыh tract 77 Exercises 81 Literature 83 Chapter 4. Potokovыe algorithms 84 4.1. Introduction 84 4.2. The search algorithm of maximum flow 91 4.3. The search algorithm flow mynymalnoy Cost 100 4.4. Algorithm defects 111 4.5. The search algorithm Dynamic Flow 122 4.6. Flows with Enhancement Exercises 146 166 Literature 170 Chapter 5. And the search algorithms parosochetanyy pokrytem 171 5.1. Introduction 171 5.2. Algorithm solutions tasks at parosochetanyy maksymalnoy POWER 175 5.3 The algorithm of choice with parosochetanyya maksymalnыm jesse eisenberg vesom 189 5.4. Algorithm for building a pokrыtyya with mynymalnыm vesom 201 Exercises 216 Literature 218 Chapter 6. Problem pochtalona 219 6.1. Introduction 219 6.2. Problem pochtalona for neoryentyrovannoho Count 222 6.3. Problem oriented graph pochtalona for 227 6.4. Problem pochtalona for smeshannoho Count 231 Exercises 239 Literature 240 Chapter 7. Salesman Problem 241 7.1. Formulation and Some Properties of Solutions of tasks Salesman 241 7.2. Conditions existence Hamiltonian circuit 244 7.3. Nyzhnye hranytsы 251 7.4. Methods Tasks solutions Salesman 255 Exercises 262 264 Chapter 8 Literature. Tasks deployment 265 8.1. Introduction 265 8.2. Tasks the search center 273 8.3. Tasks SEARCH medyan 279 8.4. Obobschenyya 287 Exercises 288 Literature 289 Chapter 9. Networking jesse eisenberg Graphics 290 9.1. Method krytycheskoho path (MCP) 290 9.2. Definition of Periodic Execution operatsyy terms obespechenyya mynymalnoy jesse eisenberg Cost 302 9.3. Obobschennыe Networking graphics 309 Exercises 315 Literature jesse eisenberg 318 Predmetnыy Pointer Pointer 319 Predmetnыy Absolyutnaya medyana 272, 281 Absolyutnыy center of the graph 272, 275 Alhebraycheskoe direction graph theory algorithm 10 11 15 - Danzig 51, 57-60, jesse eisenberg 63, 249 - obobschennыy 74-77 - Deykstrы 44-49, 61-63, 81 - defect 111, 113, 117-122, 304 - 153 Jewell - Floyd 53, 58, 61-63 - obobschennыy 74-77 - 49-51 Ford, 61-63 - - and Fulkerson 92-101 - Эdmondsa 178, 189 Analysis vy'chislitel `noj complexity Bazysnoe decision 60-63 20 21 25 Size defect bouquet 116-118 181-183 Venherskoe tree top 10 - vneshnyaya 180 - vnutrennyaya jesse eisenberg 180 - konechnaya 12 - kontsevaya 25 - nasыschennaya 203, 204 - nachalnaya 12 - nenasыschennaya 203, 205 - 179 otkrыtaya - parosochetanyya 179 - 203 Pusztai Vershynnoe numbers 105, 109, 151 Weight Tree 23
@ Kilotaras: You do not understand. I found it. Specifically, I have seen it much earlier for mentioning this site. But I was intrigued else I intrigued jesse eisenberg by the phrase: "By the way, I added all the quotes, this condition has reached 200 votes fastest! I'm surprised. "- jesse eisenberg I decided to look for other quotes by this author, it is interesting that it has a college writing. I have not seen other quotes. It turns out the rest of his quote is not about college because I was disappointed. jesse eisenberg
Domashka: http://acm.lviv.ua/fusion/viewpage.php?page_id=9&id=1218&rid=4cb609dfdb2fe (1218 Kotigoroshko) http://
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