XiaoMi-AI文件搜索系统
World File Search Systemkind
利用 DevOps 和 DevSecOps 加速 AI 开发和部署
无担保。本卡内基梅隆大学和软件工程学院材料按“原样”提供。卡内基梅隆大学不对任何事项提供任何明示或暗示的担保，包括但不限于对用途适用性、适销性、排他性或使用材料所获得的结果的担保。卡内基梅隆大学不对专利、商标或版权侵权提供任何担保。
什么是网络安全工程？我为什么需要它？
无担保。本卡内基梅隆大学和软件工程学院材料按“原样”提供。卡内基梅隆大学不对任何事项做任何明示或暗示的担保，包括但不限于对用途适用性、适销性、排他性或使用材料所获得的结果的担保。卡内基梅隆大学不对专利、商标或版权侵权做任何担保。
针对平台 - 幸存的数字乌托邦-Mike Pepi
我很幸运能够从事技术工作。这是数字乌托邦的潮流很高的时候，我的自然怀疑使我成为了一种内部人士。在这里，我开始发展一种硅谷意识形态的理论。虽然这引起了现有著作，但在漫长的游行中，通过机构在2014年达到顶峰的机构中采用了一些特定的新畸形。然后，由唐纳德·特朗普（Donald Trump）当选。即使在技术睫毛的灰尘定居后，数字乌托邦主义也是一种来世的僵尸。我认为有必要深入研究数字乌托邦主义的宗旨及其在平台中在文化中建立的宗旨。因此，反对平台的诞生。- Mike Pepi
Oscillator without equilibrium and linear terms - IRIS
tors, vice versa, conservative chaotic oscillators do not loss energy over time. Their orbits appear on the surface exhibiting constant en- ergy in phase space. Despite their chaotic nature, the orbits of these oscillators remain within conserved boundaries. Recently, there are peculiar chaotic oscillators that do not precisely fit within conserva- tive or dissipative categories. This kind of high complicated oscillators can interact with both. It operates according to principles of conser- vation and dissipation of energy, or defies traditional classification. Their behavior is particularly fascinating and provides insight into the diversity of chaos in different environments. Conservative and dissi- pative chaotic oscillators are structurally stable. However, the initial conditions fall within the chaotic basin or not, the orbits of such os- cillators whether chaotic or not are bounded. On the other hand, the behavior of a peculiar chaotic may change suddenly. Depending on its conditions, it can respond with either bounded or unbounded oscilla- tion. Therefore, designing and studying such peculiar oscillators is a very hard task. For example, having a positive, zero and negative Lya- punov exponents of three dimensional autonomous chaotic oscillator with unstable equilibrium points, the boundedness of its orbits under all possible initial conditions does not necessarily guarantee. Consequently, the basin of attraction is an essential tool that should be used to recog- nize the chaotic and other dynamics, particularly, for peculiar chaotic dynamics.
软件开发 AI 和 DevOps - DTIC
无担保。本卡内基梅隆大学和软件工程学院材料按“原样”提供。卡内基梅隆大学不对任何事项提供任何明示或暗示的担保，包括但不限于对用途适用性、适销性、排他性或使用材料所获得的结果的担保。卡内基梅隆大学不对专利、商标或版权侵权提供任何担保。
SoS 架构 - 在生命周期早期识别架构、工程和能力挑战
无担保。本卡内基梅隆大学和软件工程学院材料按“原样”提供。卡内基梅隆大学不对任何事项做任何明示或暗示的担保，包括但不限于对用途适用性、适销性、排他性或使用材料所获得的结果的担保。卡内基梅隆大学不对专利、商标或版权侵权做任何担保。
