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        <title>pp:2023:hw1</title>
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        <description>Tema 1 PP 2023
DEADLINE 7 aprilie 

	*  Temele trebuie submise pe curs.upb.ro, in assignment-ul numit Tema 1.
	*  Temele ce nu sunt acceptate de validatorul de arhive NU vor fi puncate.
	*  Va sugeram ca dupa ce ati incarcat o arhiva, sa o descarcati si sa o testati cu validatorul de arhive.$ l_0$$ i &gt; 0$$ l_i = lp_{i-1} + lp_{i}$$ l$$ lp$$ C_n^k$$ n$$ k$$ C_n^k = C_{n-1}^k + C_{n-1}^{k-1} $$ C_n^k$$ C_n^0 C_n^1 \ldots C_n^n $$ n \ge 0 $$ l_i$$ l_i \% M$$ l_i % M$$ Cmodulo_n^k = (Cmodulo_{n-1}^k…</description>
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        <dc:date>2024-04-03T11:47:05+03:00</dc:date>
        <title>pp:2023:hw2</title>
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        <description>Tema 2 PP 2023
DEADLINE 28 aprilie 2023

	*  Temele trebuie submise pe curs.upb.ro, in assignment-ul numit Tema 2.
	*  Temele ce nu sunt acceptate de validatorul de arhive NU vor fi puncate.
	*  Va sugeram ca dupa ce ati incarcat o arhiva, sa o descarcati si sa o testati cu validatorul de arhive.</description>
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        <dc:date>2023-04-11T00:04:54+03:00</dc:date>
        <title>pp:2023:hw2_v2</title>
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        <description>Tema 2 PP 2023
DEADLINE 28 aprilie 2023

	*  Temele trebuie submise pe curs.upb.ro, in assignment-ul numit Tema 2.
	*  Temele ce nu sunt acceptate de validatorul de arhive NU vor fi puncate.
	*  Va sugeram ca dupa ce ati incarcat o arhiva, sa o descarcati si sa o testati cu validatorul de arhive.</description>
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        <dc:date>2023-05-06T15:56:18+03:00</dc:date>
        <title>pp:2023:hw3</title>
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        <description>Lambda Calculus Interpreter

Deadline:
	*  Temele trebuie submise pe curs.upb.ro, în assignment-ul Tema 3.
	*  Temele care nu sunt acceptate de validatorul de arhive NU vor fi punctate.
	*  Pentru întrebări folosiți forum-ul dedicat de pe curs.upb.ro.

În cadrul acestei teme va trebui să realizezi un interpretor de expresii lambda în $( \lambda x.e_1 \ e_2 )$$\beta$$( \lambda x.e_1 \ e_2 $$(\lambda x.\lambda y.(x \ y) \ \lambda x.y)$$\lambda y.(\lambda x.y \ y)$$ y$$\lambda x.y$$\lambda y.$$\lam…</description>
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        <dc:date>2023-02-25T00:04:38+03:00</dc:date>
        <title>pp:2023:plagiarism</title>
        <link>https://ocw.cs.pub.ro/ppcarte/doku.php?id=pp:2023:plagiarism&amp;rev=1677276278&amp;do=diff</link>
        <description>Reguli de integritate academica

Conform regulamentului de desfasurare a studiilor de licenta (articolul 51. punctele d. si i.), studentul are obligatia de a respecta regulile de etica universitara si deontologie academica, specificate in Carta UPB. In cadrul acesteia din urma (articolul 45. punctul 13) a., plagiatul constituie o abatere grava</description>
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        <dc:date>2023-02-27T09:26:02+03:00</dc:date>
        <title>pp:2023:rules</title>
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        <description>Regulament 2022-2023

Punctaj

	*  Parcurs: 6p (+0.5p bonus)
	*  Examen: 4p 

Punctajul pe parcurs constă în:

	*  teme(cod): 4p
	*  curs: 1p (+0.5p bonus)
	*  laborator: 1p 
	*  punctajul pe parcurs NU se va trunchia la 6p

Conditii minimale pentru promovare</description>
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        <dc:date>2024-02-25T15:15:21+03:00</dc:date>
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        <description>*   Team 
	*   Rules 
	*   Plagiarism

	*  Resurse
			*   Scala Environment
			*   Scala Cheatsheet
			*   Haskell Environment
			*   Ghid de utilizare Hoogle
			*   Haskell Cheatsheet


	*  Lecture
			*   C02: Functii recursive
			*   C03: Functii de ordin superior
			*   C04: Tipuri de date functionale
			*   C05: Liste
			*   C06: Aplicatii cu liste
			*   C07: For expressions si companion objects
			*   C08: Covarianta tipurilor
			*   C09: Introducere in Haskell
			*   C10: Evaluare lenesa
…</description>
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        <dc:date>2023-03-14T17:30:50+03:00</dc:date>
        <title>pp:2023:team</title>
        <link>https://ocw.cs.pub.ro/ppcarte/doku.php?id=pp:2023:team&amp;rev=1678807850&amp;do=diff</link>
        <description>Paradigme de Programare 2022-2023

Echipa

	*   Matei POPOVICI
	*   Alexandra UDRESCU
	*   Mihai UDUBASA
	*   Bogdan DEAC
	*   Theo PRUTEANU
	*   Andrei CIRPICI
	*   Alexia CIUCLEA
	*   George VANUTA
	*   Sorin MATEESCU
	*   Iulia PLAIASU
	*   Maria TEACA
	*   Ahmad RAMADAN

Curs
 Frecvență  Zi  Interval orar  Sală  Profesor  săptămânal  Miercuri 12:00-14:00  EC004  Matei POPOVICI  săptămâni impare  Marți  14:00-16:00</description>
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