CO1

Introduction to Combinatorics

Dezsö Miklós

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CO2

Advanced Combinatorics

András Gyárfás

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GRT

Graph Theory

Gábor Simonyi

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AL1

Introduction to Abstract Algebra

Zoltan Gyenes

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AAL

Advanced Abstract Algebra

Péter Hermann

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GAL

Galois Theory

Mátyás Domokos

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TOP

Introduction to Topology

Ágnes Szilárd

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ALT

Algebraic Topology

András Stipsicz

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SAG

Independent Studies in Algebraic Geometry

Pál Zsámboki

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CFT

Independent Studies in Class Field Theory

Gergely Zábrádi

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RES

Undergraduate Research

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DCG

Discrete and Convex Geometry

Gergely Ambrus

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DLP

Discovery Learning: The Pósa Method

Péter Simon;

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MPS

Mathematical Problem Solving

Sándor Dobos;

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C&P

Conjecture and Proof

Robert Freud

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RFM

Real Functions and Measures

Péter Maga

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THC

Theory of Computing

Gyula Katona

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FRN

Fourier Analysis

Árpád Tóth

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PRO

Probability Theory

Péter Bálint

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MAP

Quantum Logic and Quantum Probability

Mihály Weiner

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HL2

Intermediate Hungarian

Katalin Miklosy

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HUC

Hungarian Art and Culture

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HUP

Bonus: Hungarian Plus Club

Anna Fóti

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