<!
ENTITY fining
"FinInG " >
<!
ENTITY pg
"\mathrm{PG}" >
<!
ENTITY gf
"\mathrm{GF}" >
<!
ENTITY gl
"\mathrm{GL}" >
<!
ENTITY sl
"\mathrm{SL}" >
<!
ENTITY sc
"\mathrm{Sc}" >
<!
ENTITY pgl
"\mathrm{PGL}" >
<!
ENTITY psl
"\mathrm{PSL}" >
<!
ENTITY psp
"\mathrm{PSp}" >
<!
ENTITY pgsp
"\mathrm{PGSp}" >
<!
ENTITY pgo
"\mathrm{PGO}" >
<!
ENTITY pso
"\mathrm{PSO}" >
<!
ENTITY pgu
"\mathrm{PGU}" >
<!
ENTITY psu
"\mathrm{PSU}" >
<!
ENTITY ag
"\mathrm{AG}" >
<!
ENTITY agl
"\mathrm{AGL}" >
<!
ENTITY gammal
"\Gamma\mathrm{L}" >
<!
ENTITY pgammal
"\mathrm{P}\Gamma\mathrm{L}" >
<!
ENTITY agammal
"\mathrm{A}\Gamma\mathrm{L}" >
<!
ENTITY pdeltaoplus
"\mathrm{P}\Delta\mathrm{O}^+" >
<!
ENTITY pdeltaominus
"\mathrm{P}\Delta\mathrm{O}^-" >
<!
ENTITY pgammasp
"\mathrm{P}\Gamma\mathrm{Sp}" >
<!
ENTITY pgammaoplus
"\mathrm{P}\Gamma\mathrm{O}^+" >
<!
ENTITY pgammaominus
"\mathrm{P}\Gamma\mathrm{O}^-" >
<!
ENTITY pgammao
"\mathrm{P}\Gamma\mathrm{O}" >
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ENTITY pgammau
"\mathrm{P}\Gamma\mathrm{U}" >
<!
ENTITY phi
"\phi \phi φ " >
<!
ENTITY Phi
"\Phi \Phi Φ " >
<!
ENTITY gfq
"GF(q) &gf;(q) &gf;(q) GF(q) " >
<!
ENTITY gfp
"GF(p) &gf;(p) &gf;(p) GF(p) " >
<!
ENTITY gfqt
"GF(q^t) &gf;(q^t) &gf;(q^t) GF(q<sup>t</sup>) " >
<!
ENTITY gfq3
"GF(q^3) &gf;(q^3) &gf;(q^3) GF(q<sup>3</sup>) " >
<!
ENTITY vnqt
"V(n,q^t) V(n,q^t) V(n,q^t) V(n,q<sup>t</sup>) " >
<!
ENTITY pgnq
"PG(n,q) &pg;(n,q) &pg;(n,q) PG(n,q) " >
<!
ENTITY pgnqt
"PG(n,q^t) &pg;(n,q^t) &pg;(n,q^t) PG(n,q<sup>t</sup>) " >
<!
ENTITY pgnminus1qt
"PG(n-1,q^t) &pg;(n-1,q^t) &pg;(n-1,q^t) PG(n-1,q<sup>t</sup>) " >
<!
ENTITY pgntminus1q
"PG(nt-1,q) &pg;(nt-1,q) &pg;(nt-1,q) PG(nt-1,q) " >
<!
ENTITY agnq
"AG(n,q) &ag;(n,q) &ag;(n,q) AG(n,q) " >
<!
ENTITY glnplus1q
"GL(n+1,q) ≷(n+1,q) ≷(n+1,q) GL(n+1,q) " >
<!
ENTITY glnq
"GL(n,q) ≷(n,q) ≷(n,q) GL(n,q) " >
<!
ENTITY slnplus1q
"SL(n+1,q) &sl;(n+1,q) &sl;(n+1,q) SL(n+1,q) " >
<!
ENTITY scnplus1q
"Sc(n+1,q) ≻(n+1,q) ≻(n+1,q) Sc(n+1,q) " >
<!
ENTITY pglnplus1q
"PGL(n+1,q) &pgl;(n+1,q) &pgl;(n+1,q) PGL(n+1,q) " >
<!
ENTITY pslnplus1q
"PSL(n+1,q) &psl;(n+1,q) &psl;(n+1,q) PSL(n+1,q) " >
<!
ENTITY gammalnplus1q
"\Gamma{}L(n+1,q) &gammal;(n+1,q) &gammal;(n+1,q) ΓL(n+1,q) " >
<!
ENTITY gammalnq
"\Gamma{}L(n,q) &gammal;(n,q) &gammal;(n,q) ΓL(n,q) " >
<!
ENTITY pgammalnplus1q
"P\Gamma{}L(n+1,q) &pgammal;(n+1,q) &pgammal;(n+1,q) PΓL(n+1,q) " >
<!
ENTITY autgfq
"Aut(GF(q)) \mathrm{Aut}(&gf;(q)) \mathrm{Aut}(&gf;(q)) Aut(GF(q)) " >
<!
ENTITY pglinline
"PGL &pgl; &pgl; PGL " >
<!
ENTITY pslinline
"PSL &psl; &psl; PSL " >
<!
ENTITY pgammalinline
"P\Gamma{}L &pgammal; &pgammal; PΓL " >
<!
ENTITY pspdq
"PSp(d,q) &psp;(d,q) &psp;(d,q) PSp(d,q) " >
<!
ENTITY pgspdq
"PGSp(d,q) &pgsp;(d,q) &pgsp;(d,q) PGSp(d,q) " >
<!
ENTITY psoplusdq
"PSO(1,d,q) &pso;(1,d,q) &pso;(1,d,q) PSO(1,d,q) " >
<!
ENTITY psominusdq
"PSO(-1,d,q) &pso;(-1,d,q) &pso;(-1,d,q) PSO(-1,d,q) " >
<!
ENTITY pso0dq
"PSO(0,d,q) &pso;(0,d,q) &pso;(0,d,q) PSO(0,d,q) " >
<!
ENTITY pgoplusdq
"PGO(1,d,q) &pgo;(1,d,q) &pgo;(1,d,q) PGO(1,d,q) " >
<!
ENTITY pgominusdq
"PGO(-1,d,q) &pgo;(-1,d,q) &pgo;(-1,d,q) PGO(-1,d,q) " >
<!
ENTITY pgo0dq
"PGO(0,d,q) &pgo;(0,d,q) &pgo;(0,d,q) PGO(0,d,q) " >
<!
ENTITY psudq2
"PSU(d,q^2) &psu;(d,q^2) &psu;(d,q^2) PSU(d,q<sup>2</sup>) " >
<!
ENTITY pgudq2
"PGU(d,q^2) &pgu;(d,q^2) &pgu;(d,q^2) PGU(d,q<sup>2</sup>) " >
<!
ENTITY pdeltaoplusdq
"P\Delta{}O+(d,q) &pdeltaoplus;(d,q) &pdeltaoplus;(d,q) PΔO<sup>+</sup>(d,q) " >
<!
ENTITY pdeltaominusdq
"P\Delta{}O-(d,q) &pdeltaominus;(d,q) &pdeltaominus;(d,q) PΔO<sup>-</sup>(d,q) " >
<!
ENTITY pgammaspdq
"P\Gamma{}Sp(d,q) &pgammasp;(d,q) &pgammasp;(d,q) PΓSp(d,q) " >
<!
ENTITY pgammaoplusdq
"P\Gamma{}O+(d,q) &pgammaoplus;(d,q) &pgammaoplus;(d,q) PΓO<sup>+</sup>(d,q) " >
<!
ENTITY pgammaominusdq
"P\Gamma{}O-(d,q) &pgammaominus;(d,q) &pgammaominus;(d,q) PΓO<sup>-</sup>(d,q) " >
<!
ENTITY pgammaodq
"P\Gamma{}O(d,q) &pgammao;(d,q) &pgammao;(d,q) PΓO(d,q) " >
<!
ENTITY pgammaudq2
"P\Gamma{}U(d,q^2) &pgammau;(d,q^2) &pgammau;(d,q^2) PΓU(d,q<sup>2</sup>) " >
<!
ENTITY aglnq
"AGL(n,q) &agl;(n+1,q) &agl;(n,q) AGL(n,q) " >
<!
ENTITY agammalnq
"A\Gamma{}L(n,q) &agammal;(n,q) &agammal;(n,q) AΓL(n,q) " >
<!
ENTITY qplus5q
"\mathrm{Q}^+(5,q) \mathrm{Q}^+(5,q) Q<sup>+</sup>(5,q) Q^+(5,q) " >
<!
ENTITY qplus7q
"\mathrm{Q}^+(7,q) \mathrm{Q}^+(7,q) Q<sup>+</sup>(7,q) Q^+(7,q) " >
<!
ENTITY qmin5q
"\mathrm{Q}^-(5,q) \mathrm{Q}^-(5,q) Q<sup>+</sup>(5,q) Q^-(5,q) " >
<!
ENTITY w3q
"\mathrm{W}(3,q) \mathrm{W}(3,q) W(3,q) W(3,q) " >
<!
ENTITY w5q
"\mathrm{W}(5,q) \mathrm{W}(5,q) W(5,q) W(5,q) " >
<!
ENTITY q4q
"\mathrm{Q}(4,q) \mathrm{Q}(4,q) Q(4,q) Q(4,q) " >
<!
ENTITY q6q
"\mathrm{Q}(6,q) \mathrm{Q}(6,q) Q(6,q) Q(6,q) " >
<!
ENTITY pg3q
"PG(3,q) &pg;(3,q) &pg;(3,q) PG(3,q) " >
<!
ENTITY pg5q
"PG(5,q) &pg;(5,q) &pg;(5,q) PG(5,q) " >
<!
ENTITY h3q2
"\mathrm{H}(3,q^2) \mathrm{H}(3,q^2) H(3,q<sup>2</sup>) H(3,q^2) " >
<!
ENTITY Gamma
"\Gamma \Gamma Γ " >
Messung V0.5 C=94 H=98 G=95
¤ Dauer der Verarbeitung: 0.5 Sekunden
¤
*© Formatika GbR, Deutschland