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Uporaba velikih jezikovnih modelov za zmanjševanje učnih razlik
ID VRBINC, GAJA (Author), ID Perš, Janez (Mentor) More about this mentor... This link opens in a new window, ID Košir, Andrej (Comentor)

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Abstract
V magisterski nalogi predstavimo sistem, zasnovan na velikih jezikovnih modelih, za cenovno dostopno in personalizirano učno pomoč z namenom zmanjševanja učnih razlik. Sistem temelji na uporabi dveh velikih jezikovnih modelov: naprednega plačljivega modela in prosto dostopnega modela. Plačljivi model se uporabi za pripravo inicializacijskega besedila, ki se vnese v brezplačni model. Inicializacijsko besedilo brezplačnemu modelu opredeli učno snov, vlogo modela in način podajanja razlage. Brezplačni model nato nudi razlage, vodi reševanje nalog in preverja razumevanje v skladu z vnaprej določenim kontekstom. Učinkovitost pristopa smo preverili v eksperimentalnem delu na primerih iz matematike. Primerjali smo dve različici brezplačnega modela, ki sta prejeli enak vhodni poziv, pri čemer je ena pred tem prejela še inicializacijsko besedilo. Pripravili smo 30 parov odzivov, pet neodvisnih ocenjevalcev pa jih je slepo ovrednotilo po treh vidikih: vodenje učenca, spodbujanje in razkritje odgovora. Ocenjevanje je potekalo na lestvici od -2 do +2, pri čemer so ocenjevalci zaradi slepe postavitve presojali, ali je bil boljši levi ali desni odziv (močno boljši, nekoliko boljši) oziroma ali razlike ni bilo mogoče zanesljivo določiti. Analiza rezultatov kaže, da so ocene izrazito v prid inicializiranega modela, saj pri vseh treh vidikih prevladujejo pozitivne ocene. Pri vodenju se pojavi tudi nekaj negativnih ocen (v korist neinicializiranega modela), pri spodbujanju jih je zelo malo, pri razkritju pa jih ni; hkrati je pri razkritju prisoten nekoliko večji delež ocen, da razlike ni mogoče zanesljivo določiti. Delež močnih zmag je največji pri razkritju, sledi spodbujanje, pri vodenju pa je približno polovica zmag izrazitih. Na ravni primerov so povprečne razlike jasno pozitivne, intervali zaupanja ostajajo nad nič, rezultati p-vrednosti pa potrjujejo, da so ugotovljene razlike statistično zelo prepričljive. Skladnost med ocenjevalci je na 5-razredni lestvici pri razkritju visoka, pri vodenju in spodbujanju pa nižja, vendar se izboljša po zgoščeni preslikavi na 3-razredno lestvico, kar kaže, da je bila ocenjevalcem smer izida lažje razvidna kot natančna stopnja prednosti; pri spodbujanju se hkrati pokaže učinek prevalence, saj izrazita prevlada enega razreda znižuje koeficiente kljub skoraj enotnim izidom. Zaključimo, da je uvedba inicializacijskega besedila smiselna in učinkovita metoda za izboljšanje kakovosti učne podpore ter razvoj cenovno dostopnih in personaliziranih virtualnih inštruktorjev.

Language:Slovenian
Keywords:veliki jezikovni modeli, virtualni inštruktor, učne razlike, inicializacija modela, matematika
Work type:Master's thesis/paper
Typology:2.09 - Master's Thesis
Organization:FE - Faculty of Electrical Engineering
Year:2026
PID:20.500.12556/RUL-181721 This link opens in a new window
COBISS.SI-ID:279207171 This link opens in a new window
Publication date in RUL:14.04.2026
Views:290
Downloads:129
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Secondary language

Language:English
Title:Using Large Language Models to Reduce Learning Gaps
Abstract:
In this master’s thesis, we present a system based on large language models for affordable and personalized learning support with the aim of reducing learning gaps. The system relies on two large language models: an advanced paid model and a freely available model. The paid model is used to generate an initialization text that is then provided to the free model. For the free model the initialization text defines student’s learning content, the model’s role, and the way explanations should be delivered. The free model then delivers explanations, guides problem solving, and checks understanding within the predefined context. We evaluated the effectiveness of this approach in an experimental study using mathematics examples. We compared two versions of the free model that received the same input prompt, with one version additionally receiving the initialization text beforehand. We prepared 30 pairs of responses, which were blindly assessed by five independent raters across three dimensions: providing guidance, actionability and revealing the answer. Ratings were given on a scale from -2 to +2; due to the blind setup, raters judged whether the left or the right response was better (much better or slightly better), or whether the difference could not be determined. The results show a strong advantage for the initialized model, as positive ratings prevail across all three dimensions. For the providing guidance dimension, a small number of negative ratings (favoring the non-initialized model) also appear; such ratings are very rare for actionability and absent for revealing the answer. At the same time, revealing the answer includes a somewhat higher share of ratings indicating that the difference could not be determined. The proportion of strong wins is highest for revealing the answer, followed by actionability, while in providing guidance approximately half of the wins are strong. At the item level, the average differences are clearly positive, confidence intervals remain entirely above zero, and very small p-values indicate that the observed differences are statistically highly convincing. Inter-rater agreement on the 5-point scale is high for revealing the answer and lower for providing guidance and actionability; however, it improves after collapsing the scale to three categories, suggesting that the direction of the outcome was easier to identify than the exact magnitude of the advantage. For actionability, a prevalence effect is also observed: because one category overwhelmingly dominates, chance-corrected agreement coefficients can be lower despite near-unanimous outcomes. We conclude that introducing an initialization text is a meaningful and effective method for improving the quality of learning support and for developing affordable, personalized virtual tutors.

Keywords:large language models, virtual tutor, learning gaps, model initialization, mathematics

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