Friday, November 19, 2010

Modern universities

The end of the medieval period marked the beginning of the transformation of universities that would eventually result in the modern research university. Many external influences, such as eras of humanism, Enlightenment, Reformation and Revolution, shaped research universities during their development.

By the 18th century, universities published their own research journals and by the 19th century, the German and the French university models had arisen. The German, or Humboldtian model, was conceived by Wilhelm von Humboldt and based on Friedrich Schleiermacher’s liberal ideas pertaining to the importance of freedom, seminars, and laboratories in universities.[citation needed] The French university model involved strict discipline and control over every aspect of the university.

Until the 19th century, religion played a significant role in university curriculum; however, the role of religion in research universities decreased in the 19th century, and by the end of the 19th century, the German university model had spread around the world. Universities concentrated on science in the 19th and 20th centuries and became increasingly accessible to the masses. In Britain the move from industrial revolution to modernity saw the arrival of new civic universities with an emphasis on science and engineering, a movement initiated in 1960 by Sir Keith Murray (chairman of the University Grants Committee) and Sir Samuel Curran, with the formation of the University of Strathclyde. The British also established universities worldwide, and higher education became available to the masses not only in Europe. In a general sense, the basic structure and aims of universities have remained constant over the years.

National universities

A national university is generally a university created or run by a national state but at the same time represent a state autonomic institutions which functions as a completely independent body inside of the same state. Some national universities are closely associated with national cultural or political aspirations, for instance the National University of Ireland in the early days of Irish independence collected a large amount of information on the Irish language and Irish culture. In revolutions in Argentina were the result of the university revolution of 1918 and its posteriors reforms by incorporating values that sought for a more equal and laic higher education system.

University

A university is an institution of higher education and research, which grants academic degrees in a variety of subjects. A university is a corporation that provides both undergraduate education and postgraduate education. The word university is derived from the Latin universitas magistrorum et scholarium, roughly meaning "community of teachers and scholars."


History

Definition

Academic freedom

The original Latin word "universitas" was used at the time of emergence of urban town life and medieval guilds, to describe specialized "associations of students and teachers with collective legal rights usually guaranteed by charters issued by princes, prelates, or the towns in which they were located." The original Latin word referred to degree-granting institutions of learning in Western Europe, where this form of legal organization was prevalent, and from where the institution spread around the world. For non-related educational institutions of antiquity which did not stand in the tradition of the university and to which the term is only loosely and retrospectively applied, see ancient centers of higher learning.

An important idea in the definition of a university is the notion of academic freedom. The first documentary evidence of this comes early in the life of the first university. University of Bologna adopted an academic charter, the Constitutio Habita, in 1158 or 1155, which guaranteed the right of a traveling scholar to unhindered passage in the interests of education. Today this is claimed as the origin of "academic freedom". This is now widely recognised internationally, when on 18 September 1988 430 University Rectors signed the Magna Charta Universitatum, marking the 900th anniversary of Bologna's foundation. The number of Universities signing the Magna Charta Universitatum continues to grow, drawing from all parts of the world.

Medieval universities

Prior to their formal establishment, many medieval universities were run for hundreds of years as Christian cathedral schools or monastic schools (Scholae monasticae), in which monks and nuns taught classes; evidence of these immediate forerunners of the later university at many places dates back to the 6th century AD. The earliest universities were developed under the aegis of the western church, usually from cathedral schools or by papal bull as studia generali (n.b. The development of cathedral schools into universities actually appears to be quite rare, with the University of Paris being an exception — see Leff, Paris and Oxford Universities), later they were also founded by Kings (University of Naples Federico II, Charles University in Prague, Jagiellonian University in Krakow) or municipal administrations (University of Cologne, University of Erfurt). In the early medieval period, most new universities were founded from pre-existing schools, usually when these schools were deemed to have become primarily sites of higher education. Many historians state that universities and cathedral schools were a continuation of the interest in learning promoted by monasteries.

The first universities in Europe were the University of Bologna (1088), the University of Paris (c. 1150, later associated with the Sorbonne), the University of Oxford (1167), the University of Palencia (1208), the University of Cambridge (1209), the University of Salamanca (1218), the University of Montpellier (1220), the University of Padua (1222), the University of Naples Federico II (1224), the University of Toulouse (1229). The Church was responsible for the development of a lot of medieval universities in Western Europe.

The University of Bologna began as a law school teaching the ius gentium or Roman law of peoples which was in demand across Europe for those defending the right of incipient nations against empire and church. Bologna’s special claim to Alma Mater Studiorum is based on its autonomy, its awarding of degrees, and other structural arrangements, making it the oldest continuously operating institution independent of kings, emperors or any kind of direct religious authority.

The conventional date of 1088, or 1087 according to some,records when a certain Irnerius commences teaching Emperor Justinian’s 6th century codification of Roman law, the Corpus Iuris Civilis, recently discovered at Pisa. Lay students arrive in the city from many lands contracting to gain this knowledge, organising themselves into ‘Learning Nations’ of Hungarians, Greeks, North Africans, Arabs, Franks, Germans, Iberians etc. The students “had all the power…and dominated the masters”.

In Europe, young men proceeded to university when they had completed their study of the trivium–the preparatory arts of grammar, rhetoric and dialectic or logic–and the quadrivium: arithmetic, geometry, music, and astronomy. (See Degrees of the University of Oxford for the history of how the trivium and quadrivium developed in relation to degrees, especially in anglophone universities).

Although the university is widely regarded as "the European institution par excellence" in terms of its origins and characteristics, some scholars have argued that early medieval universities were influenced by the religious Madrasah schools in Al-Andalus, the Emirate of Sicily, and the Middle East (during the Crusades).[16] Other scholars oppose this view[17] and argue that there is no actual evidence of the transmission of Arab scholarly methods discernible in medieval universities.

From Wikipedia, the free encyclopedia

Thursday, April 1, 2010

LEARNING Cryptography

Encryption and Decryption Method Learning GOST.
Science Cryptography (symmetric key).
Input Text to be encrypted or decrypted and the key used.

01. Output Visualization of the steps taken in performing encryption and decryption
GOST method.
Encryption and Decryption Method Learning WAKE.
Science Cryptography (symmetric key).
Input Text to be encrypted or decrypted and the key used.

02. Output Visualization of the steps taken in performing encryption and decryption
WAKE method.
Encryption and Decryption Method Learning IDEA.
Science Cryptography (symmetric key).
Input Text to be encrypted or decrypted and the key used.

03. Output Visualization of the steps taken in performing encryption and decryption
IDEA method.
Encryption and Decryption Method Learning Modular Multiplication-based Block Cipher.
Science Cryptography (symmetric key).
Input Text to be encrypted or decrypted and the key used.

04. Output Visualization of the steps taken in performing the encryption and decryption
MMB method.
Learning Prima Rabin Miller test, Solovay Strassen and Lehmann.
Cryptography Science (Tests Prima).
Added Value will be the test of excellence.

05. Output Step-by-step testing prime numbers in accordance with the method chosen.
Public Key Cryptography LUC learning.
Science Cryptography (Key Private / Public).
Input Text to be encrypted or decrypted and used the private key.

06. Output Step-by-step establishment of a public key, the processes of encryption and decryption.
Learning Digital Signature E-Signing.
Cryptography Science (Digital Signature).
Input Text to be provided and signature required values in the method
these.

07. Output Step-by-step establishment and verification of digital signatures and message signs
The digital signature.
Digital Signature Learning Schnorr.
Cryptography Science (Digital Signature).
Text Input will be given a signature and the values required in the method
these.

08. Output Step-by-step establishment and verification of digital signatures and message signs

PERANGKAT LUNAK PERMAINAN (GAME)

Pinball Game
Science Games
Many types of input ball and pinball boards.

1st. Output Process pinball game.
Battle-Ship Game LAN Multiplayer (2 players).
Game and Network Science
Input name players, the option as a server / client, the placement of vessels in war zone
and click the mouse to launch an attack on the opponent.

2. Sound output and process-ship battle game between 2 players.
Multiplayer LAN game Halma (max. 3 players).
Game and Network Science
Added player name, seed color checkers, chatting between players, and click-drag on grains
board game.

3. Output Process multiplayer game of checkers maximum 3 players.

Multiplayer LAN game Othello (max. 2 players).
Game and Network Science
Input name players, the option as a server / client, and click to put the seeds on the board
game.

4. Output Process Othello multiplayer game between 2 players.
Domino Multiplayer gaming LAN (up to 2 players).
Game and Network Science
Input name players, the option as a server / client, and click to put the seeds on the board
game.
5. Output Process Othello multiplayer game between 2 players.

Referensi Skripsi Teknik Informatika

REFERENSI TOPIK SKRIPSI / TUGAS AKHIR TEKNIK INFORMATIKA
JUDUL / TOPIK
PERANGKAT LUNAK PEMBELAJARAN / PEMAHAMAN

Pembelajaran Kalkulus Proposisi
Bidang Ilmu Logika Matematika

Input Misalkan: operasi ((a^b)v~c) d

1. Output Langkah-langkah pengerjaan tabel kebenaran dan gambar gerbang logika.
Pembelajaran Statistika Dasar
Bidang Ilmu Statistik
Input Sekelompok data, misalkan: 2,5,7,9, dan seterusnya ...

2.Output Proses pencarian nilai mean, median, modus, range, simpangan baku, simpangan
rata-rata, simpangan kuartil, ragam / varians, kuartil, desil dan persentil.
Pembelajaran Mikroprosesor INTEL 8088/8086.
Bidang Ilmu Mikroprosesor
Input Instruksi dalam mikroprosesor, seperti: MOV AX, BX. Instruksi yang didukung: MOV,
ADD, SUB, ADC, SBB, INC, DEC, MUL, DIV, dll. Register: AX, BX, AH, BH, AL, BL, dll.

3.Output Langkah-langkah pengerjaan instruksi satu per satu dan perubahannya di dalam
register.
Pembelajaran Penyederhanaan fungsi Boolean dengan metode Quine McCluskey.
Bidang Ilmu Logika Matematika
Input Minterm atau maxterm dalam bentuk SOP (sum of product) atau POS (product of
sum).
4. Output Langkah-langkah penyederhanaan dengan metode Quine McCluskey hingga
didapatkan hasil penyederhanaan.
Pembelajaran Pencarian Fungsi Integral dengan menggunakan Ekstrapolasi.
Bidang Ilmu Metode Numerik
Input Fungsi yang akan dicari hasil integralnya. Misalnya: ยต (x^3)-(1/x)+((2*x)+5) dx,
dengan batas bawah = 1 dan batas atas = 3.

5. Output Langkah-langkah pencarian hasil integral dengan ekstrapolasi Richardson, Romberg
dan Aitken.
Pembelajaran Penghitungan Kuat Arus, Hambatan dan Tegangan dalam Rangkaian
Listrik Tertutup.
Bidang Ilmu Elektronika
Input Struktur rangkaian hambatan, besar hambatan dalam masing-masing resistor dan
tegangan total (volt).

6. Output Gambar rangkaian dan proses perhitungan besar I total, V dan I dan untuk masingmasing
resistor.
Pembelajaran Asas Black.
Bidang Ilmu Fisika Dasar
Input Besar massa, jenis / nama zat yang akan ditambahkan di dalam bejana, suhu zat,
massa dan kalor jenis bejana.

7. Output Gambar zat di dalam bejana, suhu akhir sistem dan langkah-langkah perhitungan
dengan asas Black.
Pembelajaran Pegas dengan Hukum Hooke.
Bidang Ilmu Fisika Dasar
Input Susunan pegas, besar gaya gravitasi, massa beban, bahan pegas, panjang pegas,
diameter dalam dan diameter luar pegas.

8. Output Pertambahan panjang susunan pegas atau masing-masing pegas.
Pembelajaran Pembentukan Bayangan pada Cermin dan Lensa.
Bidang Ilmu Fisika Dasar
Input Jenis cermin / lensa, tinggi benda, jarak benda terhadap cermin (s0) dan jarak fokus.

9. Output Simulasi proses penggambaran pembentukan bayangan dan perhitungan untuk
mendapatkan jarak bayangan (si), perbesaran bayangan (M) dan tinggi bayangan.

 

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