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| software:mathprog [2019/10/25 14:01] – GLPK online ojdo | software:mathprog [2021/09/08 13:21] (aktuell) – [Storage sizing/operation] ojdo |
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| * [[https://ojdo.org/glpk/#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-CXDYbuxK+l0knISDUYCsRTb1gs3l4AG4s3usWBnd4ZwB9KwlgC897w3jrtA7YGAn7fjOHbXjut4HmIYDvtGzrxHWD7Pr+oF6OBh5IAA3gAVtYYCbjktAAL5QR+M7FOAdbyAA1EeYDUQ2f7UaRIDkVRNF0W8YCYQxuHIbu+6HkoxFgG2OQAKzFDBeBwVgWRqFhOF4YRyAANqYQAuiBWY1GQYCiuhilEUodDkP4vEpKK8rpiIsyYSW9KyfJHIGSp6kSaKqlqbx04MLsqBSHZMlydhTk5PhRFIB5bmRYkH5KF5jLMrxih0AwRAAEQAEJQA4dgwHZACk1AADq0GliBxShCSpWAaUAMpQAAMtWACiBXFaViCBY5VjORFrngO56mgcltDVWlNhBB4dlLIVJVlX4HFdcFPWhUpfVqVFQ2VSl6UTR4YB1uEmARsyHYFTOYkEPl+VzYgdaCe8S0Kat4WRQNHl-uADZtqeAEVbuVVEN1uEvTVhUFVghX5Vgt1gHoACQmGIAjpK6ZFb4fqespWGldZpcG6BYCI+PzQj63wCjRCDRtGPCdqOMdvjTpEzVNW8RQtRJfxNHQQ2LagYYqCkLiazENQuCoawFg6XSQtSSzKC3hGFKYDp5r9CI256JYFCgUAA|Try TODD online]]: Knapsack problems with variable size | * [[https://ojdo.org/glpk/#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-CXDYbuxK+l0knISDUYCsRTb1gs3l4AG4s3usWBnd4ZwB9KwlgC897w3jrtA7YGAn7fjOHbXjut4HmIYDvtGzrxHWD7Pr+oF6OBh5IAA3gAVtYYCbjktAAL5QR+M7FOAdbyAA1EeYDUQ2f7UaRIDkVRNF0W8YCYQxuHIbu+6HkoxFgG2OQAKzFDBeBwVgWRqFhOF4YRyAANqYQAuiBWY1GQYCiuhilEUodDkP4vEpKK8rpiIsyYSW9KyfJHIGSp6kSaKqlqbx04MLsqBSHZMlydhTk5PhRFIB5bmRYkH5KF5jLMrxih0AwRAAEQAEJQA4dgwHZACk1AADq0GliBxShCSpWAaUAMpQAAMtWACiBXFaViCBY5VjORFrngO56mgcltDVWlNhBB4dlLIVJVlX4HFdcFPWhUpfVqVFQ2VSl6UTR4YB1uEmARsyHYFTOYkEPl+VzYgdaCe8S0Kat4WRQNHl-uADZtqeAEVbuVVEN1uEvTVhUFVghX5Vgt1gHoACQmGIAjpK6ZFb4fqespWGldZpcG6BYCI+PzQj63wCjRCDRtGPCdqOMdvjTpEzVNW8RQtRJfxNHQQ2LagYYqCkLiazENQuCoawFg6XSQtSSzKC3hGFKYDp5r9CI256JYFCgUAA|Try TODD online]]: Knapsack problems with variable size |
| * [[https://ojdo.org/glpk/#MQAgIgEgsgcgMgLhAQRAWwJYDsNoIYA2IAFGlgQJQgAmGAzgC4BOGAxgyABYCmeD2AcxKQqWbgwDuAeyYBrEFIAO-TAC8+GKVnRTq3AgFgAUKDh5GIAK6LqfbtSQAGAMwpLAyxYBMjgIwA2Y1BkSwZOGSQAKylOPCwxOgA6ahkAMzEmAAEGSzRk7iCQODZuLDpuJABhSscQAB5OBgZFBAB6VtYmXn4AN25WKTQ0LSSZAVbFSwAjAjYU-GxW1W4mKVbfRMdWgD5jQoBVAGVkAHEAUUKBAkU6KSIAWjQaTjICROHqPZMQAHkANTOACU-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-bjuHnHg8QIoRiDOVCTgoVDCmnWgeWIEEqCdZjCCIYgACFUMqVCACkqD0OM6FQyM2BjfApWIFIQCwKRNTwPoEzbbgqHYjQ6EZexUIwZUCWbec8Bmbh+xMQpKikRgWSrVhbQZY08CoTNmEsf8N0UDBFDkp0pioDEMm1IjuhAbjiMEdif04n1AW4flBValkGpWOxZTCVZ3BjOhItSCUyWcmUfSpKqHXkspSv-WsBmytb5QscDfyDRQ8FDBgJRRN1uGqy683xA8SF4T1OF7WQ6FMt1CkO+8Tvnc69GuvRbuOz0SDwahaE4wh8RYe0rQIXEMTxWgSTRJhULBiGAMIQpHrCF6WSNPFfznPQ8XCCddLbALPMsLsqtmewIxU4DygEadbonHUwmgiAWsuUoRs4+Sdq8kAelxRjhg3drSK6gCfV5rpUNbdSuG6MlOvIsppS6JMtWqxhUPbDhV2rRnUltNkLDwCQ8ClVJVieL8JPrXjUaSL5QBgM4oXBH5AUwkATkBZAqQgQpiEJ1qsEmDhvzwSjuHwgKRSecDILCwo4HEd3nX8tExZWWTXKxbA5LocIJBA6gMR9GBcimFYWQrtdq4xLFSgEMIfQHb4QH7gf+4AVkHweABZR-75xCn75B7nnhfF6sxeF8qFf7jAGfJ8ngAfbeQAAHS3-f+9aVx94P6e+5PkA95vw-j-3s514E9eTkf7e768U+B68D-R68AfQerQ-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-h+JBMgKycAzjBNKYNCB7ZOwMCOTXE5bZsAS02b4EAJjKoGLhJyklSleWmIUUo1RIBUK1BMfnShRg2WtLmTyjEBK-mSo4GKyc31QXEEpWy1Iq4JDapOZsw1+I1yYgta3U14JUJjPnGaCoYtfD3G2Mo1CYgBAaD6AgBRdR7jKNueq3E7Lpr8CihgewuL4UESwIKqpwqTHQvfNoPhg05QzUTdQJVIq-IBWMGyuxWtk34oRYkzZVahY0QkJibiDy7TsjzS6qNGqsoMDoLIvJ+ibVVJ0SyJ0KzBSIRqYCKNNKfhWXsmcSoUIQQAnYjycClj5AFOiaUDgxBNW-Quv9UC+6GSInxAQTwwK2l-Sume26hRSkYGShTOsspiL-MakLMd0c1ZNTlHLEYxhMA4DUE2KYkQkDGEHmOgA2hY8QL0zEAF1YMgAANThLoIhxtAE0MYfuDhxDk7uBoc8RhhhiQGDQSkFBiB26IFjoQBhhDSH9RWNQyKjD-cqJoFkcQOVYsvBUGlTqtV+9OZXPg8J5R3GABUJBePbzybuop+6IFxJAEp+gHKOxdlk4okT3HMMqcnmprAUSNN5hKTGpTR6zpGflahignib7UdowoBj+GtDMb7XQVjRh+7sd81gNDpaVP8fkf+vhajzNYuIrJxT37BYAWS+57enm6MMbI0FkLAXSN9VceR7jJiou5Bi7wl5taEtkexUBJT2bks6djYW+wGWvj728aASoPwYCHChCHEEMAoTBMKM2x1lrdorHFkLbi-k9CBejgIKQZJJt4idVXJ0YX5ISIYBNrKHq+ioRtAwVb62HWbem2Zdrsps17duoG4NQokheb4RywgcQnk9FizVlR+XR5heSyp4jzWegpb03G+g0VqAg+CwPbD0XiAJzqv+45SAehGKmGorb8GE5i3Qwj-uxHkeo7E9oDHYsjF4Fx5a2TRsieD3rTSnp84CpMFtkwWUQnhW+pE1QDbDJpvjRtAIR80yGJtgM9o41v1svC7XN03A84OmKGqkwQTcnRPo95QDlTePtfcbqCYxzEpnMmco98NnHAXFMHKCQBR9RiORvtS267rdReTSmQYqXz3ejsjtWb-uCutvK96d0q7WvjOu-EycwHJOzcW-k-UExhuY9eFQ1b0ANvpdcp90akFv0QqdLxDb6ChwwzsmRakVMSBU0SxDPQIFz7cSvsmXp-V+bCb2jGp+PAx4xaEAGsKkU0oVyt38lge4yxVhD+veyNVb3oI2+Y3L9pDF8l0H01y6P8qKdt3jyppPRvU-sv1cnzPrWzdq41+H+c2fS69NS4C2s1XPQlBZGPmWQgOJArNwrmFmvooFVrmv9gni-lrC1ibtaI8twJ1sTmqipl8LcAQH0I-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-GKl-HylglHG3zQkakXEqEqaEGHC5B3EVYCa-bv54pqLYnaGGkAlxaClw44nmEQK0kdYQ42GIHRbGlgFAlqKskil85tZcl0mSl0GjGcEkFnBgDnDKnZFHRIDB5LFbZIBfpbZgqoTbCOCho+p+peCoR1BpnKK+oKIUDUFYAfEjEqkHFeAlzlnHEXHQnXEKKvHKKvFHSvFbYlm7GcGKn5HFlykEF74C5OFeon4Z7cZ8kA6SYDyglVn8EVnTnVljxCCnECBwlqEDzCa2GtTKjp7IQp58mYlOK+pmK4n4nhpMn7z+rjkWbr7m5G6ImTxbmW4qbtndElk9bgDIBQjIDGDxyiK7KYr1ZfrGIgCCF-Lkp1LgoYqQpYrqbFLaaAVDwgUzqNIQW5J9r5JWaFLFJsqAVjybKgX1JIXZKQU36l734cCAW+BDy4WUo0r3yDzdoDz0VbIUrgWEUkiY41azE2gdo2mJYtTGK2GoD3wACck80E+8vgthVktFYlg838+8aU28lQ0lk8cl28Clk8YAtFIlo8MlKlthZwylo82lalthAktF58g8ulo8V828Jwhlg8xlolthEAtFqlA8VlslthII9lA8FCJlK5IA9kPl-cwq8lF5g8gcwlolJ8vgmWo8-8+8NyyFaASAVOxhhiRiAlIAUl28Q8klIASl28xCAVUlBl28Nlk8Slml5VthSlZlNVAVSldlDV28Bl9VelAVBl3l28oC28ZlzVHVfVIA3Vg1k8dlQVLVk8LlI1o8xV283lE1k8FVo8QVkVk8OFXwoELCQAA|Try DHMNL online]] district heating network optimization problem (MILP) with fixed/variable investment cost tradeoff. | * [[https://ojdo.org/glpk/#MQAgIgEgsgcgMgLhAQRAWwJYDsNoIYA2IAFGlgQJQgAmGAzgC4BOGAxgyABYCmeD2AcxKQqWbgwDuAeyYBrEFIAO-TAC8+GKVnRTq3AgFgAUKDh5GIAK6LqfbtSQAGAMwpLAyxYBMjgIwA2Y1BkSwZOGSQAKylOPCwxOgA6ahkAMzEmAAEGSzRk7iCQODZuLDpuJABhSscQAB5OBgZFBAB6VtYmXn4AN25WKTQ0LSSZAVbFSwAjAjYU-GxW1W4mKVbfRMdWgD5jQoBVAGVkAHEAUUKBAkU6KSIAWjQaTjICROHqPZMQAHkANTOACU-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-bjuHnHg8QIoRiDOVCTgoVDCmnWgeWIEEqCdZjCCIYgACFUMqVCACkqD0OM6FQyM2BjfApWIFIQCwKRNTwPoEzbbgqHYjQ6EZexUIwZUCWbec8Bmbh+xMQpKikRgWSrVhbQZY08CoTNmEsf8N0UDBFDkp0pioDEMm1IjuhAbjiMEdif04n1AW4flBValkGpWOxZTCVZ3BjOhItSCUyWcmUfSpKqHXkspSv-WsBmytb5QscDfyDRQ8FDBgJRRN1uGqy683xA8SF4T1OF7WQ6FMt1CkO+8Tvnc69GuvRbuOz0SDwahaE4wh8RYe0rQIXEMTxWgSTRJhULBiGAMIQpHrCF6WSNPFfznPQ8XCCddLbALPMsLsqtmewIxU4DygEadbonHUwmgiAWsuUoRs4+Sdq8kAelxRjhg3drSK6gCfV5rpUNbdSuG6MlOvIsppS6JMtWqxhUPbDhV2rRnUltNkLDwCQ8ClVJVieL8JPrXjUaSL5QBgM4oXBH5AUwkATkBZAqQgQpiEJ1qsEmDhvzwSjuHwgKRSecDILCwo4HEd3nX8tExZWWTXKxbA5LocIJBA6gMR9GBcimFYWQrtdq4xLFSgEMIfQHb4QH7gf+4AVkHweABZR-75xCn75B7nnhfF6sxeF8qFf7jAGfJ8ngAfbeQAAHS3-f+9aVx94P6e+5PkA95vw-j-3s514E9eTkf7e768U+B68D-R68AfQerQ-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-h+JBMgKycAzjBNKYNCB7ZOwMCOTXE5bZsAS02b4EAJjKoGLhJyklSleWmIUUo1RIBUK1BMfnShRg2WtLmTyjEBK-mSo4GKyc31QXEEpWy1Iq4JDapOZsw1+I1yYgta3U14JUJjPnGaCoYtfD3G2Mo1CYgBAaD6AgBRdR7jKNueq3E7Lpr8CihgewuL4UESwIKqpwqTHQvfNoPhg05QzUTdQJVIq-IBWMGyuxWtk34oRYkzZVahY0QkJibiDy7TsjzS6qNGqsoMDoLIvJ+ibVVJ0SyJ0KzBSIRqYCKNNKfhWXsmcSoUIQQAnYjycClj5AFOiaUDgxBNW-Quv9UC+6GSInxAQTwwK2l-Sume26hRSkYGShTOsspiL-MakLMd0c1ZNTlHLEYxhMA4DUE2KYkQkDGEHmOgA2hY8QL0zEAF1YMgAANThLoIhxtAE0MYfuDhxDk7uBoc8RhhhiQGDQSkFBiB26IFjoQBhhDSH9RWNQyKjD-cqJoFkcQOVYsvBUGlTqtV+9OZXPg8J5R3GABUJBePbzybuop+6IFxJAEp+gHKOxdlk4okT3HMMqcnmprAUSNN5hKTGpTR6zpGflahignib7UdowoBj+GtDMb7XQVjRh+7sd81gNDpaVP8fkf+vhajzNYuIrJxT37BYAWS+57enm6MMbI0FkLAXSN9VceR7jJiou5Bi7wl5taEtkexUBJT2bks6djYW+wGWvj728aASoPwYCHChCHEEMAoTBMKM2x1lrdorHFkLbi-k9CBejgIKQZJJt4idVXJ0YX5ISIYBNrKHq+ioRtAwVb62HWbem2Zdrsps17duoG4NQokheb4RywgcQnk9FizVlR+XR5heSyp4jzWegpb03G+g0VqAg+CwPbD0XiAJzqv+45SAehGKmGorb8GE5i3Qwj-uxHkeo7E9oDHYsjF4Fx5a2TRsieD3rTSnp84CpMFtkwWUQnhW+pE1QDbDJpvjRtAIR80yGJtgM9o41v1svC7XN03A84OmKGqkwQTcnRPo95QDlTePtfcbqCYxzEpnMmco98NnHAXFMHKCQBR9RiORvtS267rdReTSmQYqXz3ejsjtWb-uCutvK96d0q7WvjOu-EycwHJOzcW-k-UExhuY9eFQ1b0ANvpdcp90akFv0QqdLxDb6ChwwzsmRakVMSBU0SxDPQIFz7cSvsmXp-V+bCb2jGp+PAx4xaEAGsKkU0oVyt38lge4yxVhD+veyNVb3oI2+Y3L9pDF8l0H01y6P8qKdt3jyppPRvU-sv1cnzPrWzdq41+H+c2fS69NS4C2s1XPQlBZGPmWQgOJArNwrmFmvooFVrmv9gni-lrC1ibtaI8twJ1sTmqipl8LcAQH0I-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-GKl-HylglHG3zQkakXEqEqaEGHC5B3EVYCa-bv54pqLYnaGGkAlxaClw44nmEQK0kdYQ42GIHRbGlgFAlqKskil85tZcl0mSl0GjGcEkFnBgDnDKnZFHRIDB5LFbZIBfpbZgqoTbCOCho+p+peCoR1BpnKK+oKIUDUFYAfEjEqkHFeAlzlnHEXHQnXEKKvHKKvFHSvFbYlm7GcGKn5HFlykEF74C5OFeon4Z7cZ8kA6SYDyglVn8EVnTnVljxCCnECBwlqEDzCa2GtTKjp7IQp58mYlOK+pmK4n4nhpMn7z+rjkWbr7m5G6ImTxbmW4qbtndElk9bgDIBQjIDGDxyiK7KYr1ZfrGIgCCF-Lkp1LgoYqQpYrqbFLaaAVDwgUzqNIQW5J9r5JWaFLFJsqAVjybKgX1JIXZKQU36l734cCAW+BDy4WUo0r3yDzdoDz0VbIUrgWEUkiY41azE2gdo2mJYtTGK2GoD3wACck80E+8vgthVktFYlg838+8aU28lQ0lk8cl28Clk8YAtFIlo8MlKlthZwylo82lalthAktF58g8ulo8V828Jwhlg8xlolthEAtFqlA8VlslthII9lA8FCJlK5IA9kPl-cwq8lF5g8gcwlolJ8vgmWo8-8+8NyyFaASAVOxhhiRiAlIAUl28Q8klIASl28xCAVUlBl28Nlk8Slml5VthSlZlNVAVSldlDV28Bl9VelAVBl3l28oC28ZlzVHVfVIA3Vg1k8dlQVLVk8LlI1o8xV283lE1k8FVo8QVkVk8OFXwoELCQAA|Try DHMNL online]] district heating network optimization problem (MILP) with fixed/variable investment cost tradeoff. |
| | * More [[https://github.com/tum-ens/mathprog-energy-models|MathProg energy models]] on GitHub. |
| |
| ===== Resources ===== | ===== Resources ===== |
| |
| * **[[https://ojdo,org/glpk|ojdo.org GLPK online]]**, solve (small) optimization models directly in the browser; my personal instance of [[https://cocoto.github.io/glpk-online/|cocoto's GLPK online]], using [[https://github.com/hgourvest/glpk.js|glpk.js]] by hgourvest. | * **[[https://ojdo.org/glpk|ojdo.org GLPK online]]**, solve (small) optimization models directly in the browser; my personal instance of [[https://cocoto.github.io/glpk-online/|cocoto's GLPK online]], using [[https://github.com/hgourvest/glpk.js|glpk.js]] by hgourvest. |
| * [[http://lipas.uwasa.fi/~tsottine/lecture_notes/or.pdf|Operations research with GNU Linear Programming Kit (PDF)]]. Sottinen, Tommi (2009). ORMS1020 course notes. Department of Mathematics and Statistics, University of Vaasa, Finland. | * [[http://lipas.uwasa.fi/~tsottine/lecture_notes/or.pdf|Operations research with GNU Linear Programming Kit (PDF)]]. Sottinen, Tommi (2009). ORMS1020 course notes. Department of Mathematics and Statistics, University of Vaasa, Finland. |
| * [[http://www.cs.unb.ca/~bremner/docs/glpk/gmpl.pdf|Modeling Language GNU MathProg (PDF)]] Language Reference, Draft Edition, for GLPK Version 4.34, December 2008. | * [[http://www.cs.unb.ca/~bremner/docs/glpk/gmpl.pdf|Modeling Language GNU MathProg (PDF)]] Language Reference, Draft Edition, for GLPK Version 4.34, December 2008. |
| * [[http://sourceforge.net/projects/winglpk/files/winglpk/|GLPK for Windows]] hosts binaries of GLPK. | * [[http://sourceforge.net/projects/winglpk/files/winglpk/|GLPK for Windows]] hosts binaries of GLPK. |
