Martin Filippov is a mathematics teacher at Tallinn English College and the French Lyceum. In his work, he studied digital learning platforms. These platforms collected exams, additional assignments, and other materials from previous years.
His research revealed that students who used the platform achieved better exam results. Their results improved by 11–16 percent. Martin said that students had better access to materials and exercises. This gave them confidence.
Martin Filippov is now conducting research in other European countries as well. He wants to know if similar systems work elsewhere.
In addition to digital solutions, artificial intelligence is also discussed. Schools must quickly adapt to new technologies. For example, ChatGPT can quickly generate answers to homework assignments. This makes traditional assessment more difficult.
Martin emphasized that motivated students do not use ChatGPT for cheating. In his classes, homework grades are not given. The grade is based on tests done in class. This way, students have no reason to cheat.
Artificial intelligence can also be useful in learning. It can create interesting tasks in mathematics. However, Martin warns that AI has limitations. The solutions provided by robots may not align with the Estonian curriculum. Therefore, AI should be used wisely.
Martin also added separate training sessions to his classes. Students learn how to give ChatGPT the right commands. This helps them get the correct solutions.
There are problems in the Estonian education system. For example, many young teachers leave schools. Martin said that the fault lies not with individuals but with the entire system. Teachers often have too much work.
As a solution, Martin sees the use of digital tools. They help check knowledge quickly and reduce cheating. Clear assessment criteria reduce disputes.
Martin Filippov's doctoral thesis focuses on how artificial intelligence and new teaching methods can improve interest in learning and exam results. Experiments are also taking place outside Estonia. Soon it may become clear whether these solutions can help mathematics teaching in Europe.