Cortical cell assemblies and their underlying connectivity: An in silico study von Ecker, András, Egas Santander, Daniela, Bolaños-Puchet, Sirio, Isbister, James B, Reimann, Michael W

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Comparing combinatorial models of moduli space and their compactifications von Egas Santander, Daniela, Kupers, Alexander

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Specific inhibition and disinhibition in the higher-order structure of a cortical connectome von Reimann, Michael W, Egas Santander, Daniela, Ecker, András, Muller, Eilif B

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Model category structures and spectral sequences von Cirici, Joana, Egas Santander, Daniela, Livernet, Muriel, Whitehouse, Sarah

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Derived A-infinity algebras and their homotopies von Cirici, Joana, Egas Santander, Daniela, Livernet, Muriel, Whitehouse, Sarah

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Heterogeneous and higher-order cortical connectivity undergirds efficient, robust, and reliable neural codes von Egas Santander, Daniela, Pokorny, Christoph, Ecker, András, Lazovskis, Jānis, Santoro, Matteo, Smith, Jason P., Hess, Kathryn, Levi, Ran, Reimann, Michael W.

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Comparing combinatorial models of moduli space and their compactifications von Daniela Egas Santander, Kupers, Alexander

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Cortical cell assemblies and their underlying connectivity: An in silico study von András Ecker, Daniela Egas Santander, Sirio Bolaños-Puchet, James B. Isbister, Michael W. Reimann

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Model category structures and spectral sequences von Cirici, Joana, Egas Santander, Daniela, Livernet, Muriel, Whitehouse, Sarah

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Model category structures and spectral sequences von Cirici, Joana, Daniela Egas Santander, Livernet, Muriel, Whitehouse, Sarah

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Comparing fat graph models of moduli space von Santander, Daniela Egas

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Assemblies, synapse clustering and network topology interact with plasticity to explain structure-function relationships of the cortical connectome von András Ecker, Daniela Egas Santander, Michael W. Reimann

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Cortical cell assemblies and their underlying connectivity: an in silico study von András Ecker, Daniela Egas Santander, Michael W. Reimann

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Nerve theorems for fixed points of neural networks von Santander, Daniela Egas, Ebli, Stefania, Patania, Alice, Sanderson, Nicole, Burtscher, Felicia, Morrison, Katherine, Curto, Carina

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On the homotopy type of the space of Sullivan diagrams von Boes, Felix Jonathan, Santander, Daniela Egas

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Comparing fat graph models of moduli space von Daniela Egas Santander

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Derived A-infinity algebras and their homotopies von Cirici, Joana, Santander, Daniela Egas, Livernet, Muriel, Whitehouse, Sarah

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Dataset related to "Heterogeneous and higher-order cortical connectivity undergirds efficient, robust and reliable neural codes" von Egas Santander, Daniela, Pokorny, Christoph, Ecker, András, Lazovskis, Jānis, Santoro, Matteo, Smith, Jason P., Hess, Kathryn, Levi, Ran, Reimann, Michael W.

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Nerve Theorems for Fixed Points of Neural Networks von Santander, Daniela Egas, Ebli, Stefania, Patania, Alice, Sanderson, Nicole, Burtscher, Felicia, Morrison, Katherine, Curto, Carina

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Nerve theorems for fixed points of neural networks von Daniela Egas Santander, Ebli, Stefania, Patania, Alice, Sanderson, Nicole, Burtscher, Felicia, Morrison, Katherine, Curto, Carina

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