2006
DOI: 10.5204/mcj.2685
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Sensory Jam

Abstract: Sticky, messy and nauseatingly saccharine, the sensory properties of jam may be a long way from the stylized corporate polish of Australia’s multi-billion dollar film exhibition industry, yet the history of Australian cinema space will be forever indebted to the Victoria Preserving Company; one-time producer of the humblest of sweet treats. Through an analysis of Melbourne’s Jam Factory cinema complex, this article explores the unusual intersection of jam, sensory gratification an… Show more

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Cited by 2 publications
(3 citation statements)
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“…In general, the dynamic processes creating power-laws are poorly understood for lakes when compared to other landforms Mandelbrot (1983); Seekell et al (2013Seekell et al ( , 2021. One conceptual model used to explain patterns of lake size and abundance is that depressions are randomly located on the landscape, with hypothetical flooding to outlets sills used to identify the location of lakes (e.g., Mandelbrot (1983);Cael et al (2015); Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009); Seekell et al (2013); Bhang et al (2019); Mandelbrot (1995)). Connected depressions represent lakes on river networks, with overlapping regions merging to become multi-basin lakes Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009).…”
Section: Introductionmentioning
confidence: 99%
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“…In general, the dynamic processes creating power-laws are poorly understood for lakes when compared to other landforms Mandelbrot (1983); Seekell et al (2013Seekell et al ( , 2021. One conceptual model used to explain patterns of lake size and abundance is that depressions are randomly located on the landscape, with hypothetical flooding to outlets sills used to identify the location of lakes (e.g., Mandelbrot (1983);Cael et al (2015); Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009); Seekell et al (2013); Bhang et al (2019); Mandelbrot (1995)). Connected depressions represent lakes on river networks, with overlapping regions merging to become multi-basin lakes Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009).…”
Section: Introductionmentioning
confidence: 99%
“…One conceptual model used to explain patterns of lake size and abundance is that depressions are randomly located on the landscape, with hypothetical flooding to outlets sills used to identify the location of lakes (e.g., Mandelbrot (1983);Cael et al (2015); Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009); Seekell et al (2013); Bhang et al (2019); Mandelbrot (1995)). Connected depressions represent lakes on river networks, with overlapping regions merging to become multi-basin lakes Cael and Seekell (2016); Goodchild (1988); Downing and Duarte (2009). This has been presented as analogous to the processes that give rise to power-laws in percolation theory or in level-set theory for self-similar surfaces Goodchild (1988);Seekell et al (2013); Cael et al (2015); Cael and Seekell (2016); Mandelbrot (1995); Blaudeck et al (2006).…”
Section: Introductionmentioning
confidence: 99%
“…), the single excitation eigenfrequencies are unaffected by the phase θ 12 . They simply read ω ± = ω 0 ± g, such that the energy ladder of the dimer is formed by {2ω 0 , ω + , ω − , 0} [36,66]. Moreover, a linear trimer (or indeed a linear chain of any size) will not support a gauge-independent phase, since it is crucial to have a ring geometry in order to mimic Aharonov-Bohm-style physics.…”
Section: Hamiltonianmentioning
confidence: 99%