@@ -33,7 +33,7 @@ <h1><a href="index.html"> The <strong>EXP</strong> Collaboration </a></h1>
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3737 < h2 > What is a basis function expansion? </ h2 >
3838 < p > A basis function expansion (BFE) uses relatively simple equations to represent a more complex
3939 distribution. Each term in the expansion is given a weight such that the sum of the functions
@@ -51,7 +51,7 @@ <h2> What is a basis function expansion? </h2>
5151 < a href ="https://exp-docs.readthedocs.io/en/latest/index.html "> readthedocs</ a > </ p >
5252 </ article >
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5555 < h2 > Why should I use basis function expansions?</ h2 >
5656 < p > Basis function expansions (BFEs) provide a mathematical framework for interrogating and understanding
5757 complex systems. Through this framework, it is possible to discover the underlying dynamics within
@@ -66,7 +66,7 @@ <h2>Why should I use basis function expansions?</h2>
6666 dynamical information in galaxies for comparison across and between different simulations.</ p >
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7070 < h2 > Basis Function Expansions for Cosmological Simulations</ h2 >
7171 < p > Basis function expansions (BFEs) can be used as a post-processing analysis framework for cosmological simulations.
7272 With BFEs, you can analyze the dark matter halo of your favorite galaxy from any cosmological
@@ -76,7 +76,7 @@ <h2>Basis Function Expansions for Cosmological Simulations</h2>
7676 < p > Add a blurb of your paper here! </ p >
7777 </ article >
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8080 < h2 > Basis Function Expansions for Analytic Theorists</ h2 >
8181 < p > Nunc blandit nisi ligula magna sodales lectus elementum non. Integer id venenatis velit.</ p >
8282 </ article >
@@ -86,7 +86,7 @@ <h2></h2>
8686 < p > </ p >
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9090 < h2 > Basis Function Expansions for N-body Dynamical Simulations</ h2 >
9191 < p > Basis function expansions (BFEs) can be used to both run and analyze dynamical N-body simulations. The EXP
9292 collaboration - spearheaded by Martin Weinberg - has developed eponymous code to perform both of these
@@ -104,7 +104,7 @@ <h2>Basis Function Expansions for N-body Dynamical Simulations</h2>
104104 < p > Your paper links here!</ p >
105105 </ article >
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108108 < h2 > Basis Function Expansions for Observational Insight</ h2 >
109109 < p > Two dimensional basis function expansions can also be performed on observational data. Such 2D expansions
110110 on image data describe the light (stellar) distribution in a galaxy, and provide a language for succinctly,
@@ -117,7 +117,7 @@ <h2>Basis Function Expansions for Observational Insight</h2>
117117 < p > Quantifying < a href ="https://ui.adsabs.harvard.edu/abs/2024arXiv241111972G/abstract "disc asymmetry > </ a > plus blurb </ p >
118118 </ article >
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121121 < h2 > Basis Function Expansions for Sonification</ h2 >
122122 < p > The light profile of a galaxy image can be described with a Fourier-Laguerre basis function expansion.
123123 The resulting expansion has both angular (Fourier, m) terms and radial (Laguerre, n) terms and a series
@@ -132,7 +132,7 @@ <h2>Basis Function Expansions for Sonification</h2>
132132 classification skills! </ p >
133133 </ article >
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136136 < h2 > How to get started</ h2 >
137137 < p > We have built and compiled a variety of resources to help you get started with EXP and basis function expansions!</ p >
138138
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