As part of San Francisco Design Week, IxDA SF presented a multi-speaker evening featuring IxDA SF members sharing insights and stories from both the design candidate and hiring manager perspectives. In addition to giving a talk as part of the event, I organized and hosted.
Speakers:
Danielle Arvanitis – featured speaker and IxDA SF member told a tale of the trials and tribulations associated with hiring into a UX team and shared insights on making sure it’s the right team.
Sharon Cardinal (@luckybird) — I shared insights learned from the other side of the table in my role as designer and hiring manager at Trulia.
Nick Cawthon — IxDA SF local leader Nick will shared his own insights from both perspectives.
Bortoletti, corrotti corretti, forumpa, roma, maggio 2009Maurizio Bortoletti
Quale è il primo aspetto da considerare quando ci si avvicina al tema “corruzione”?
Quello della estrema confusione. In una materia così evocativa ed eclatante quale quella della corruzione essere informati, ed esserlo correttamente e completamente, per quanto sia possibile, appare come la migliore strategia e, insieme, il miglior antidoto agli inutili allarmismi. What is the first thing to consider when you approach the theme of "corruption"?
That of the extreme confusion. In a matter so evocative and striking as that of corruption to be informed, and be properly and completely, as far as possible, it seems like the best strategy and, together, the best antidote to unnecessary alarm.
Penalty Function Method For Solving Fuzzy Nonlinear Programming Problempaperpublications3
Abstract: In this work, the fuzzy nonlinear programming problem (FNLPP) has been developed and their result have also discussed. The numerical solutions of crisp problems and have been compared and the fuzzy solution and its effectiveness have also been presented and discussed. The penalty function method has been developed and mixed with Nelder and Mend’s algorithm of direct optimization problem solutionhave been used together to solve this FNLPP.
Keyword:Fuzzy set theory, fuzzy numbers, decision making, nonlinear programming, Nelder and Mend’s algorithm, penalty function method.