Pages that link to "Item:Q354487"
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The following pages link to Recognizability of alternating groups by spectrum. (Q354487):
Displaying 25 items.
- On finite groups isospectral to simple classical groups. (Q479747) (← links)
- Finite groups with arithmetic restrictions on maximal subgroups. (Q498297) (← links)
- Groups isospectral to the degree 10 alternating group. (Q606057) (← links)
- On the structure of finite groups isospectral to an alternating group. (Q643826) (← links)
- A criterion of unrecognizability by spectrum for finite groups. (Q694246) (← links)
- Recognition by spectrum of the groups \(^2D_{2^m+1}(3)\). (Q1042872) (← links)
- On spectra of almost simple extensions of even-dimensional orthogonal groups (Q1617978) (← links)
- On finite groups isospectral to \(U_3(3)\) (Q1675176) (← links)
- On recognition of alternating groups by prime graph (Q1685385) (← links)
- On the nilpotency of the solvable radical of a finite group isospectral to a simple group (Q2182110) (← links)
- On finite groups isospectral to the simple group \(S_4(3)\) (Q2279469) (← links)
- On finite groups isospectral to the simple groups \(S_4(q)\) (Q2285189) (← links)
- Groups critical with respect to the spectra of alternating and sporadic groups. (Q2352669) (← links)
- Recognizability of symmetric groups by spectrum. (Q2356081) (← links)
- On recognition by spectrum of symmetric groups. (Q2630484) (← links)
- Finite simple groups that are not spectrum critical (Q2631306) (← links)
- Composition factors of the finite groups isospectral to simple classical groups (Q2661749) (← links)
- On Recognizability of Finite Groups by Spectrum (Q4909886) (← links)
- On groups having the prime graph as alternating and symmetric groups (Q4967411) (← links)
- On the prime graph of a finite group with unique nonabelian composition factor (Q5080227) (← links)
- Recognition of symplectic and orthogonal groups of small dimensions by spectrum (Q5206061) (← links)
- Recognizing M<sub>10</sub> by spectrum in the class of all groups (Q5418655) (← links)
- Finite groups isospectral to simple groups (Q6168746) (← links)
- Recognizability by spectrum of alternating groups (Q6239766) (← links)
- Properties of finite and periodic groups determined by their element orders (a survey) (Q6599584) (← links)
