1998
DOI: 10.1007/978-3-322-93006-4
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Call Center Management

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Cited by 40 publications
(40 citation statements)
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“…The first alternative is a simple method that is currently used in the call center industry (Cleveland andMayben 2004, Weinberg et al 2007), which incorporates both day-of-the-week and time-of-day effects in a linear additive model. Specifically, let d i denote the day-of-the-week of day i, and x ij = N ij + 1/4 with N ij being the call volume during period j of day i.…”
Section: Interday Forecastingmentioning
confidence: 99%
“…The first alternative is a simple method that is currently used in the call center industry (Cleveland andMayben 2004, Weinberg et al 2007), which incorporates both day-of-the-week and time-of-day effects in a linear additive model. Specifically, let d i denote the day-of-the-week of day i, and x ij = N ij + 1/4 with N ij being the call volume during period j of day i.…”
Section: Interday Forecastingmentioning
confidence: 99%
“…Some of the communication channels most frequently mentioned in the reference literature are the following (Cleveland, 2012 YouTube; LinkedIn). Different communication channels may be used in interaction when communicating with the clients (for instance, if a client addresses the bank by telephone and requires certain documentation, it can be submitted to him through another communication channel).…”
Section: Communication Channels In Contact Centersmentioning
confidence: 99%
“…Tako na primer, uobičajeno je da se na pozive, imejlove, društvene mreže u realnom vremenu, SMS, čet, video pozive, pozovi me odmah (Web callme-now), klikni za razgovor (Web click-to-talk) odgovara odmah, dok se na zahteve dobijene putem odloženih društvenih mreže, odlazeće pozive, pozovi me kasnije (Web call-me-later), odgovara kasnije i odgovori su odloženi (Cleveland, 2012).…”
Section: Društvene Mrežeunclassified
“…where λ (k) (t) is the kth derivative of λ(t) evaluated at time t, from which we obtain from (6.1) the approximation We can also consider a second-order Taylor-series approximation for the arrival-rate function λ(t): (2) (t) u 2 2 for u ≥ 0, (6.11) from which Eick et al [3,Theorem 9] obtain the approximation…”
Section: Taylor-series Approximationsmentioning
confidence: 99%
“…Gans et al [6] provide a good introduction to call centers with an operations research perspective. The traditional management perspective is nicely described by Cleveland and Mayben [2].…”
Section: Introductionmentioning
confidence: 99%