Pages that link to "Item:Q524444"
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The following pages link to A numerical study of Siegel theta series of various degrees for the 48-dimensional even unimodular extremal lattices (Q524444):
Displaying 10 items.
- Distinguishing Siegel theta series of degree 4 for the 32-dimensional even unimodular extremal lattices (Q266531) (← links)
- Siegel theta series of degree 2 of extremal lattices (Q913840) (← links)
- Jacobi theta series (Q919021) (← links)
- Examples of even unimodular extremal lattices of rank 40 and their Siegel theta-series of degree 2 (Q1099209) (← links)
- Slope of cusp forms and theta series (Q1581873) (← links)
- 48 dimensional even unimodular nearly extremal lattices. (Q2179259) (← links)
- A NUMERICAL STUDY OF SIEGEL THETA SERIES OF VARIOUS DEGREES FOR THE 32-DIMENSIONAL EVEN UNIMODULAR EXTREMAL LATTICES (Q3181194) (← links)
- Four-dimensional lattices with the same theta series (Q4016338) (← links)
- ON THE THETA SERIES ATTACHED TO $D_{m}^{+}$–LATTICES (Q5291335) (← links)
- The kissing number in 48 dimensions for codes with certain forbidden distances is 52 416 000 (Q6655413) (← links)