Small spherical and projective codes

This data set describes the best spherical and real projective codes that are known to exist (to the best of my knowledge), for up to 32 points on spheres or 16 lines through the origin in the real projective case. It includes numerical approximations and in many cases exact constructions.

Bibliographic Details
Main Author: Cohn, Henry
Format: Dataset
Published: 2022
Online Access:https://hdl.handle.net/1721.1/142661
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author Cohn, Henry
author_facet Cohn, Henry
author_sort Cohn, Henry
collection MIT
description This data set describes the best spherical and real projective codes that are known to exist (to the best of my knowledge), for up to 32 points on spheres or 16 lines through the origin in the real projective case. It includes numerical approximations and in many cases exact constructions.
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institution Massachusetts Institute of Technology
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spelling mit-1721.1/1426612024-07-05T19:06:18Z Small spherical and projective codes Cohn, Henry This data set describes the best spherical and real projective codes that are known to exist (to the best of my knowledge), for up to 32 points on spheres or 16 lines through the origin in the real projective case. It includes numerical approximations and in many cases exact constructions. 2022-05-23T21:25:11Z 2022-05-23T21:25:11Z 2022-05-23 Dataset https://hdl.handle.net/1721.1/142661 application/pdf text/plain text/plain text/plain text/plain text/plain
spellingShingle Cohn, Henry
Small spherical and projective codes
title Small spherical and projective codes
title_full Small spherical and projective codes
title_fullStr Small spherical and projective codes
title_full_unstemmed Small spherical and projective codes
title_short Small spherical and projective codes
title_sort small spherical and projective codes
url https://hdl.handle.net/1721.1/142661
work_keys_str_mv AT cohnhenry smallsphericalandprojectivecodes