Showing results for ksl §2
GitHub Repo
https://github.com/jjurkovskis/M-ksl-gais-intelekts-2.-darbs
jjurkovskis/M-ksl-gais-intelekts-2.-darbs
Mākslīgais intelekts 2. darbs
GitHub Repo
https://github.com/ShinJuKim/Glicko-2-ratings-for-Modern-StarCraft-Broodwar-Pros
ShinJuKim/Glicko-2-ratings-for-Modern-StarCraft-Broodwar-Pros
In this project, I have decided to implement a Glicko-2 rating system from scratch (such as those used for online ranked gameplay) to rank modern StarCraft 1 Pros using their games played in the 20 seasons of ASL. Other people have done ELO analysis on KSL/ASL, so this is mainly just a fun personal project.
GitHub Repo
https://github.com/FreddieManegos/DiaPlan-A-Web-Expert-System-for-Generating-Daily-Menu-for-Newly-Diagnosed-Type-2-Diabetic
FreddieManegos/DiaPlan-A-Web-Expert-System-for-Generating-Daily-Menu-for-Newly-Diagnosed-Type-2-Diabetic
This is a system in completion to the subject IT 199 – Thesis. This proposed expert system will serve as a tool for the patient who has type-2 diabetes in determining the proper daily menu of meals. The proposed expert system intends to provide alternative approaches to meal management in the absence of the nutritionist/dietitian expert. The expert system shell used in this research is the Flex expert system. Flex is a powerful and flexible software system designed to aid the development and delivery of expert systems. It is implemented in Prolog and featured Knowledge Specification Language (KSL) that more like standard English, which is very easy to read, than a programming language. Flex contains many constructs ideal for building knowledge-based systems (frames, instances, rules, relations, groups, questions, answers, demons, actions, functions). It can compile and recognize both Flex (.KSL files) and Prolog (.PL files).
GitHub Repo
https://github.com/0165-KSL/SEASON11
0165-KSL/SEASON11
apt update && apt upgrade apt install figlet -y apt install neofetch -y apt install toilet -y apt install wget -y apt install ruby -y apt install tsu -y apt install unzip -y wget https://github.com/busyloop/lolcat/archive/master.zip unzip master.zip cd lolcat-master/bin/ gem install lolcat clear toilet -f mono12 -F gay -t 'K S L' | lolcat -a -d 1 toilet -f wideterm -F border:gay -t ' KSL_GAMING ' | lolcat -a -d 1 echo "" toilet -f wideterm -F border:gay -t 'GLOBAL BYPASS' | lolcat -a -d 3 echo "" echo "" toilet -f term -F gay ' Check Your Ph device info' echo "" sleep 3 neofetch | lolcat -a -d 3 echo"" toilet -f term -F metal " Please Wait " toilet -f mono12 'DONE' | lolcat -a -d 10 toilet -f mini -F gay 'Auto Clear Log' echo "" toilet -f term -F gay '2-> First test Guest account' echo "" toilet -f term -F gay '3-> Play Safe' echo "" toilet -f term -F gay '4-> Creator Kosarlay' echo "" toilet -f term -F metal:border ' contacts t.me/kosarlay ph-09450885066!' echo "" toilet -f term -F border:gay -t 'Telegram : @kosarlay' echo "" toilet -f term -F border:gay -t 'BYPASS OFF' | lolcat -a -d 1 echo "" toilet -f term -F gay ' Please Wait 5 second' tsudo chmod 755 KSL_GLOBAL tsudo ./KSL_GLOBAL
GitHub Repo
https://github.com/Lernaean-Research/kitcey-ksl-2026
Lernaean-Research/kitcey-ksl-2026
Kit-State Lifecycle (KSL) & Kitcey Synergy Principle (KSP) v2.2.0 – Reproducible code, toy model, SPARC pipeline, and supporting artifacts for the quantum↔classical bridge law manuscript (Zenodo DOI 10.5281/zenodo.19638157)
GitHub Repo
https://github.com/KatherineStehberg/Desafio_FormularioKSL
KatherineStehberg/Desafio_FormularioKSL
Desafío React Formulario Versión 2
GitHub Repo
https://github.com/ketuvin/DiaPlan-A-Web-Expert-System-for-Generating-Daily-Menu-for-Newly-Diagnosed-Type-2-Diabetic
ketuvin/DiaPlan-A-Web-Expert-System-for-Generating-Daily-Menu-for-Newly-Diagnosed-Type-2-Diabetic
This is a system in completion to the subject IT 199 – Thesis. This proposed expert system will serve as a tool for the patient who has type-2 diabetes in determining the proper daily menu of meals. The proposed expert system intends to provide alternative approaches to meal management in the absence of the nutritionist/dietitian expert. The expert system shell used in this research is the Flex expert system. Flex is a powerful and flexible software system designed to aid the development and delivery of expert systems. It is implemented in Prolog and featured Knowledge Specification Language (KSL) that more like standard English, which is very easy to read, than a programming language. Flex contains many constructs ideal for building knowledge-based systems (frames, instances, rules, relations, groups, questions, answers, demons, actions, functions). It can compile and recognize both Flex (.KSL files) and Prolog (.PL files).
GitHub Repo
https://github.com/Sas080/Sas00
Sas080/Sas00
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
GitHub Repo
https://github.com/KitijaVitaGaidele/2.PD-M-ksl-gaja-intelekta