Video
Create Note
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with the manuscript function you'll be able to create your own digital lecture manuscript.
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with the manuscript function you'll be able to create your own digital lecture manuscript.
However, in order to link all your notes with your user profile it is required that you
login to the tele-TASK portal to use this functionality.
If you don't have an account yet, you may register for a tele-TASK account here.
Add a New Marker
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with the marker function you'll be able to create your own digital time markers.
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with the marker function you'll be able to create your own digital time markers.
However, in order to link all your markers with your user profile it is required that you
login to the tele-TASK portal to use this functionality.
If you don't have an account yet, you may register for a tele-TASK account here.
Tag this content
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Add Link to this content
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Add to my playlist
Dear user,
with the playlist function you'll be able to create your own lecture video playlists.
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with the playlist function you'll be able to create your own lecture video playlists.
However, in order to link all your playlists with your user profile it is required that you
login to the tele-TASK portal to use this functionality.
If you don't have an account yet, you may register for a tele-TASK account here.
Playlists
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Lecture Structure
- Attributes 0f Dependability (00:00:01)
- Attributes 0T Dependability (00:01:41)
- 0n Dependability Attributes (00:03:53)
- Attributes 0t Dependability (00:06:56)
- Ability to undergo modifications (00:06:56)
- Wu W T (00:06:56)
- Confidentiality Absence of unauthorized disclosure of information (00:06:56)
- Instantaneous availability Probability that a system is performing (00:09:08)
- Reliability Function (00:09:08)
- Probability bf Events (00:13:55)
- Limits of integration depend the nature of the distribution function (00:15:59)
- Cumulative distribution function Probability that i t (00:15:59)
- Continuous variable Probability is in b (00:15:59)
- Probability bf Events (00:16:00)
- Cumulative distribution function Probability that M i (00:16:02)
- Continuous variable Probability that X is in b (00:16:02)
- Examples (00:21:59)
- The Reliability Function i Reliability Probability that a component (00:25:37)
- failure after t time to failure Reliability Function (00:25:37)
- failure before t Unreliability Function (00:25:37)
- Examples (00:26:52)
- Examples Probability that a component (00:27:09)
- failure after t time to failure Reliability Function (00:27:09)
- failure before t Unreliability Function (00:27:09)
- as random variable X (00:27:09)
- Idea Express time period of correct (00:27:09)
- Exponential (00:33:07)
- Distribution function that models the property Poisson process (00:33:07)
- Probability density function for random variable X (00:35:46)
- Examples (00:35:47)
- Reliability Function F Reliability Probability that a component (00:36:33)
- failure after t time to failure Reliability Function (00:36:33)
- failure before t Unreliability Function (00:36:33)
- as random variable X (00:36:33)
- Why Exponential (00:36:34)
- d Keynote Format H1 Q (00:39:17)
- d Keynote Format Q w N14 (00:39:23)
- Exponential (00:39:26)
- The Reliability Function P (00:39:32)
- Reliability function for exponential failure distribution (00:39:32)
- Failure m experience (00:39:32)
- Increasing probability of failure (00:39:32)
- The Reliability Function (00:42:19)
- The Reliability Function F (00:42:24)
- Reliability function for exponential failure distribution (00:42:24)
- 120 (00:42:24)
- Failure experience (00:42:24)
- Increasing probability of failure (00:42:24)
- Variable Failure Rate in Real World (00:44:18)
- Hardware Failure Rate (00:49:24)
- Software Failure Rate (00:49:43)
- Failure Rate Examples (00:50:27)
- Example Item Level 5 Sparing Analysis Sparing analysis challenges (00:53:53)
- Steady State Availability (00:54:27)
- Mean time between failures (00:54:27)
- Mean time to recover repair (00:54:27)
- Mean time to failure (00:54:27)
- Steady State Availability and Expressing reliability with imply a repairable system (00:57:54)
- Example (01:00:54)
- in Practice (01:07:35)
- Operational Availability Calculation (01:08:11)
- Examples (01:08:13)
- Steady State Availability (01:09:07)
- Examples (01:09:08)
- Steady State Availability (01:10:32)
- Fox (01:12:36)
- 1968 distracted moves (01:12:36)
- factor of failed system (01:12:36)
- Lowering directly improves user experience of one specific since (01:12:36)
- Armando Fox on Recovery Oriented Computing (01:12:36)
- they show a preference for increased latency vs worse vs being turned (01:12:54)
- For how long will users tolerate temporary degradation (01:12:54)
- If error state leads to some steady state latency (01:12:54)
- Key distinction between interactive and non interactive systems (01:12:54)
- Availability (01:14:10)
Keyword
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