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Revisioning the unification of syntax, semantics and statistics in shape analysis

机译:修订形状分析中语法,语义和统计信息的统一

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Hidden patterns, rendered visible by hindsight, often stand revealed as strong influences. Rama Chellap-pa's lab in the mid to late '80s molded our character and scholarship in more ways than one. Rama ably handled the transition from image processing to computer vision and established an applied math and computing infrastructure from which we continue to benefit. In particular, the themes important to King-Sun Fu-syntax, semantics and statistics-were all debated in Rama's lab at that time. We argue that this triad remains important. With syntactic representations losing mindshare to statistics, we remain in the hunt for unification. And with the syntax versus semantics debate unresolved, it deserves a hearing as well. We offer two themes-uncertainty and interaction-to aid in the process of unification. First, we show that complex wave functions carry probabilistic location information in their magnitude and syntactic (curve) information in their phase while representing uncertainty at a fundamental level. Next, after reviewing work in analytic philosophy, we connect semantics to intentional, mental content. Analytic philosophy reminds us to take human experience seriously but remaining physicalist if possible. To this end, we introduce a nondualist interactionist model of experience, wherein compositional (physical) subjects are constantly shaping and being shaped by a physical world. We then demonstrate that wave functions can accommodate interaction, closely tracking previous work in physics on the measurement problem. The linearity and superposition properties of wave functions allow for literal addition of waves created by human interaction with shapes. Finally, we briefly survey the current situation in the human-computer interaction (HCI) field and argue that mathematical models of interaction akin to those in pattern recognition can aid HCI. We close by arguing that we can follow in Fu's footsteps and incorporate the mathematical modeling of human interaction into pattern recognition.
机译:事后看得见的隐藏模式经常表现出强烈的影响力。 Rama Chellap-pa在80年代中期至后期的实验室以多种方式塑造了我们的性格和学术。 Rama有效地处理了从图像处理到计算机视觉的过渡,并建立了应用数学和计算基础架构,我们将继续从中受益。尤其是当时,在拉玛(Rama)的实验室中辩论了对“金圣父”句法,语义和统计非常重要的主题。我们认为这个三合会仍然很重要。由于句法表示法失去了对统计的关注,我们仍在寻求统一。鉴于语法与语义之争尚未解决,它也值得一听。我们提供不确定性和交互性这两个主题,以帮助统一。首先,我们证明了复杂波函数在其量级上具有概率位置信息,并且在其相位上具有句法(曲线)信息,同时在基本水平上表示不确定性。接下来,在回顾了分析哲学的工作之后,我们将语义与有意的,心理的内容联系起来。分析哲学提醒我们要认真对待人类经验,但如果可能的话,要保持物理学家的态度。为此,我们引入了一种非二元论的经验主义模型,其中,构成(物理)主体不断地被实体世界所塑造。然后,我们证明了波动函数可以适应相互作用,并密切跟踪物理学上有关测量问题的先前工作。波动函数的线性和叠加属性允许在字面上添加由人类与形状的交互作用所产生的波动。最后,我们简要调查了人机交互(HCI)领域的现状,并认为类似于模式识别的数学模型可以帮助HCI。最后,我们争论可以跟随傅的脚步,将人类互动的数学模型纳入模式识别。

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