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Pure - 4 varianter til visning af medarbejdere

Visning af kontaktinformation på medarbejdere laves med et pure-plugin. På den måde er kontaktinformationerne altid opdaterede. Det gælder uanset om det er en enkelt person eller en hel afdeling (som yderligere kan opdeles i bl.a. VIP'er og TAP'er). Elementet kan se ud på mange forskellige måder, fra minimal information til visitkort, billedvisning og forskellige listetyper.

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Listevisning

Name Job title Email Phone Building
Andersen, Julie Schmidt IT Project Manager ja@au.dk +4587159479 1872, 122
Andersen-Lind, Troels Chief/Special Consultant troal@au.dk +4587151823 1872, 132
Attermann, Jesper Nørgaard IT Developer jeat@au.dk +4520885236 1872
Baluch, Vahid Web Developer vaba@au.dk +4521728671 1872, 232
Bang, Jacob Styrup Chief/Special Consultant styrup@au.dk +4587159114 1872, 279
Berthelsen, Mona Lægaard Softwaretester mlbe@au.dk +4593522997 1872, 264
Bjerringfelt, Karen Brogaard System Developer karen@au.dk +4526362494 1872, 260
Brejnegaard-Nielsen, Torben Senior consultant brejnegaard@au.dk +4593521768 1872, 136
Broberg, Rune Bolding IDM Developer rune.broberg@au.dk +4551715399 1872, 240
Engberg, Uffe H. Special Consultant ue@au.dk +4587152874 1872, 277
Garner, Nanna Project Manager ng@au.dk +4520707646 1872, 120
Gerner, Katrine Kier Chief/Special Consultant kkg@au.dk +4540979160 1872, 128
Grolin, Daniel Jalal IT Architect dgrolin@au.dk +4520801194 1872, 269
Grøndberg, Christian Thure Administrator ctg@au.dk +4587152951 1872, 243
Haldan Voetmann, Celia Administrator celia@au.dk +4523387727 1872, 249
Hansen, Kristina Lund Chief/Special Consultant klund@au.dk 1872, 173
Hansen, Peter Rauff IT Staff Member prh@au.dk +4531524651 1872
Hansen, Thomas Riis Special Consultant trh@au.dk +4524946356 1872, 253
Hansen, Torben Stig Administrator tsh@au.dk +4550822699 1872, 238
Hartvigsen, Ole Bülow Chief/Special Consultant ole.hartvigsen@au.dk 40 83 35 75 1872
Hestbæk, Birthe IT Architect bih@au.dk +4530698489 1872, 276
Højholdt, Jesper Holm IT Staff Member jeho@au.dk +4587151367 1872
Jeba, Rebecca Administrator rebeccajeba@au.dk
Jensen, Jacob Wessberg IT Project Manager wessberg@au.dk +4520134004 1872, 132
Jensen, Lisbeth Reinholt Test Manager lrje@au.dk +4593522587 1872, 247
Jensen, Mikkel Thomas Special Consultant mikkeltj@au.dk +4560454114 1872, 249
Jonsson, Andreas Long IT Staff Member alj@au.dk +4530453503 1872, 239
Jørgensen, Dorte IT Architect dj@au.dk +4587152903 1872, 274
Juhl, Søren Chief/Special Consultant sj@au.dk +4551440161 1872, 281
Jühne, Jesper Chief/Special Consultant jyhne@au.dk +4520702565 1872, 252
Karlsen, Jakob Chief/Special Consultant karlsen@au.dk +4593521627 1872
Kofod, Helle Bach CRM Architect hbach@au.dk +4523822166 1872, 169
Kops, Bo Hansen System Developer bohk@au.dk +4521702873 1872, 255
Kristensen, Dennis Henrik IT Staff Member dhk@au.dk +4593508570 1872, 237
Kristensen, Morten Bisgaard IT System Developer mbk@au.dk +4521302568 1872, 253
Legind, Tobias Paabøl Chief/Special Consultant thetobi@au.dk +4523370550 1872
Lindholm, Nanna Administrator nali@au.dk +4593509366 1872
Lindskov, Tobias Toft Junior Cloud Specialist ttl@au.dk +4523495947 1872
Longfors, Steffen Head of portfolio and development longfors@au.dk +4523382222 1872
Lund, Johanne IT Architect jhl@au.dk +4551786710 1872, 269
Lyng, Cecilie Dreyer Software Developer cdl@au.dk 1872
Mikkelsen, Emil Skovgaard Administrator esmi@au.dk 1872, 173
Møller Sørensen, Karina Test Manager kams@au.dk +4521702822 1872, 247
Munk, Bjarne Chief/Special Consultant bjarne.munk@au.dk +4525580653 1872, 267
Petersen, Christian System Developer chp@au.dk +4587152478 1872, 243
Petersen, Hanne Elgaard IT Staff Member hanne.elgaard@au.dk +4587151504
Petersen, Nikolaj IT Staff Member np@au.dk +4593508820 1872, 279
Povlsen, Henning Troels IT Architect henning.povlsen@au.dk +4593508784 1872, 277
Prosser-Jensen, Steffen IT Developer stprje@au.dk +4520910645 1872
Radmer, Steen Balling Special Consultant sra@au.dk +4587153118 1872

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New rules for study progress provide increased flexibility for students

Compulsory registration for exams will be abolished, and maximum time to degree will be introduced. The senior management team has adopted joint rules which specify how the new act on study progress is to be administered in practice at AU. The faculties will now start to clarify how to apply the rules in practice on the individual degree programmes.

Since autumn, AU has worked to prepare rules which specify how adjustments to the study progress reform are to be implemented to include the flexibility which is provided by the new act on study progress. The adopted rules on study progress at AU were sent to the boards of studies, the studies administration offices and student organisations for comments, and these comments have been included to the extent possible.

The pro-rector for education at Aarhus University, Berit Eika explains. 

‘The rules are based on a balance of how we can provide as much flexibility as possible for the students to plan their studies and at the same time provide the best framework to ensure that students complete their studies in a good way, and that we maintain degree programme quality.’

One of the key elements in the recently adopted rules is the abolition of the compulsory registration for all courses and exams. Berit Eika says:

‘By removing the compulsory registration for courses and exams, we give students a higher degree of flexibility. Therefore, we now look forward to spending time and money on something other than compulsory registration for courses and exams which many students stay away from. We would rather spend this time and money on ensuring a good degree programme quality.’

Students must get there on time

Another key element in the new model is the active enrolment requirement. The active enrolment requirement means that the student must pass at least 45 ECTS per academic year (one academic year is equivalent to 60 ECTS). In addition, the students must observe the rules regarding maximum time to degree. Maximum time to degree means that Bachelor students must complete their degree programme within the prescribed study period plus six to twelve months, whereas Master’s degree students must complete their degree programme within the prescribed study period plus maximum six months.

Pro-rector Berit Eika elaborates:

‘The active enrolment requirement and the maximum time to degree are important elements which the students must be aware of. If we compare the degree programme to a trip in a car, the students will not reach their destination, if they drive at minimum speed all the way through their degree programme, because the maximum time to degree determines when they must have completed their degree programme at the latest. In order to avoid this, the new rules are accompanied by targeted student guidance initiatives for the students who need this the most.’

Implementation of the model

It is still a general set of rules which has just been adopted. During the coming months, the faculties will decide how to handle the new rules, and the academic regulations will be adjusted. How this will affect the individual degree programme will therefore be decided at the faculty in the near future.

‘The work to implement the rules has the highest priority right now, so it will be possible for us to clarify the rules’ impact on the individual degree programme and on the individual student at AU as quickly as possible. All students will receive more detailed information about the influence these rules will have on their degree programme as detailed decisions are made and implemented before the next semester starts,’ says Berit Eika.

The purpose of the new rules, which include a differentiated model for Bachelor’s degree programmes and Master’s degree programmes respectively, is to ensure the least intrusive approach to students at the university. You can read the rules here:

Facts: Changes to rules on study progress

For Bachelor’s degree programmes:

  • The compulsory registration for all courses and exams (equivalent to 60 ECTS per academic year) will be abolished, and in future, Bachelor students are responsible for registering for and/or withdrawing from courses as well as exams within a specified deadline.
  • An active enrolment requirement of 45 ECTS per academic year will be introduced. If the first-year exam is equivalent to 45 ECTS or more, the active enrolment requirement for the first year of the Bachelor’s degree programme will no longer apply. The active enrolment requirement is cumulative. This means by default that students must have earned 45 ECTS credits after the first year of study, 90 after the second year, and so on.
  • Bachelor’s degree students must complete their degree programme within the prescribed study period plus six to twelve months. There will be differences from one degree programme to the next and information can be found in the academic regulations.
  • Each faculty establishes a first-year exam for Bachelor students equivalent to between 30 and 60 ECTS ( the number of ECTS is determined by the faculty) which must be passed before the end of the first academic year.

For Master’s degree programmes:

  • The compulsory registration for courses and exams (equivalent to 60 ECTS per academic year) will be abolished, and in future, Master’s degree students will be responsible for registering for and/or withdrawing from courses as well as exams within a specified deadline.
  • However, the student will automatically be registered for his/her Master’s thesis at the time when it is still possible for the student to use three attempts in connection with his/her thesis within the maximum time to degree time frame.
  • Master’s degree students must pass at least 45 ECTS per academic year. The active enrolment requirement is cumulative. This means by default that students must have earned 45 ECTS credits after the first year of study, 90 after the second year, and so on. 
  • Master’s degree students must complete their degree programme within the prescribed study period plus 6 months. It is possible to complete failed courses in parallel with the Master’s thesis within the framework of the active enrolment requirement and the maximum time to degree. 

On the basis of an application, it will still be possible to get an exemption to deviate from the rules in case of exceptional circumstances.

Facts about the study progress reform

The reform was adopted in 2013 with the purpose of reducing the delays in time to degree in connection with higher education degree programmes and thereby contributing to growth and prosperity in Denmark. The reform requires that all universities in Denmark reduce their average time to degree up until 2020 - if not, they will receive less funding. At AU, these rules mean that the average time to degree must be reduced by 4.7 months. If this does not happen, AU will face a fine of up to DKK 240 million.

In autumn 2015, a political agreement was made to adjust the study progress reform. The adjustment gives more flexibility for the universities to decide how to reach the goal of reducing the time to degree.

Further information

  • Read more about study progress at the website for staff and for students

  • The adoption of internal rules for study progress for the professional Bachelor's degree programmes is waiting for clarification regarding possible changes to the ministerial order.

  • On 12 May, heads of studies administration, deputy directors and managers from the administration will meet to initiate the process towards final implementation of the new study progress rules on 1 September 2016.

Kontaktboks

  • HR

    • 87151237

    • 87151241

  • GSST

    • 87151253

  • Uddannelse

    • 87151198

  • IT

    • 87157794

    • 87151287

  • Økonomi

    • 87158026

    • 87157667

    • 87157665

    • 87158258

    • 87157769

    • 30502430

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MathJax

$a^2+b^2=c^2$

\[ \sum_{k=1}^n\left.\frac{1}{k!}\frac{d^k}{dt^k}\right|_{t=0}f(u(t)) + \int_0^1 \frac{(1-t)^n }{n!} \frac{d^{n+1}}{dt^{n+1}} f(u(t))\, dt. \]

\[ \sum_{n=1}^\infty \frac{1}{n^2} = \frac{\pi^2}{6} \]

\begin{align*} \sum_{n=1}^\infty \frac{1}{n^2} & = 1 + \tfrac{1}{4} +\tfrac{1}{9}+\cdots \\ &= \frac{\pi^2}{6} \end{align*}

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