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Usage of Method: Trivial Bound on the Size of Affine Caps

Appears in the following modes: “Bound (linear)” (2095 times).

First 100 Prev 100 Next 100 Last 95

	Incarnation	Mode
101	No $vs-cap in AG(102,2) with unbounded s	Bound (linear)	[i]
102	No $vs-cap in AG(103,2) with unbounded s	Bound (linear)	[i]
103	No $vs-cap in AG(104,2) with unbounded s	Bound (linear)	[i]
104	No $vs-cap in AG(105,2) with unbounded s	Bound (linear)	[i]
105	No $vs-cap in AG(106,2) with unbounded s	Bound (linear)	[i]
106	No $vs-cap in AG(107,2) with unbounded s	Bound (linear)	[i]
107	No $vs-cap in AG(108,2) with unbounded s	Bound (linear)	[i]
108	No $vs-cap in AG(109,2) with unbounded s	Bound (linear)	[i]
109	No $vs-cap in AG(110,2) with unbounded s	Bound (linear)	[i]
110	No $vs-cap in AG(111,2) with unbounded s	Bound (linear)	[i]
111	No $vs-cap in AG(112,2) with unbounded s	Bound (linear)	[i]
112	No $vs-cap in AG(113,2) with unbounded s	Bound (linear)	[i]
113	No $vs-cap in AG(114,2) with unbounded s	Bound (linear)	[i]
114	No $vs-cap in AG(115,2) with unbounded s	Bound (linear)	[i]
115	No $vs-cap in AG(116,2) with unbounded s	Bound (linear)	[i]
116	No $vs-cap in AG(117,2) with unbounded s	Bound (linear)	[i]
117	No $vs-cap in AG(118,2) with unbounded s	Bound (linear)	[i]
118	No $vs-cap in AG(119,2) with unbounded s	Bound (linear)	[i]
119	No $vs-cap in AG(120,2) with unbounded s	Bound (linear)	[i]
120	No $vs-cap in AG(121,2) with unbounded s	Bound (linear)	[i]
121	No $vs-cap in AG(122,2) with unbounded s	Bound (linear)	[i]
122	No $vs-cap in AG(123,2) with unbounded s	Bound (linear)	[i]
123	No $vs-cap in AG(124,2) with unbounded s	Bound (linear)	[i]
124	No $vs-cap in AG(125,2) with unbounded s	Bound (linear)	[i]
125	No $vs-cap in AG(126,2) with unbounded s	Bound (linear)	[i]
126	No $vs-cap in AG(127,2) with unbounded s	Bound (linear)	[i]
127	No $vs-cap in AG(128,2) with unbounded s	Bound (linear)	[i]
128	No $vs-cap in AG(129,2) with unbounded s	Bound (linear)	[i]
129	No $vs-cap in AG(130,2) with unbounded s	Bound (linear)	[i]
130	No $vs-cap in AG(131,2) with unbounded s	Bound (linear)	[i]
131	No $vs-cap in AG(132,2) with unbounded s	Bound (linear)	[i]
132	No $vs-cap in AG(133,2) with unbounded s	Bound (linear)	[i]
133	No $vs-cap in AG(134,2) with unbounded s	Bound (linear)	[i]
134	No $vs-cap in AG(135,2) with unbounded s	Bound (linear)	[i]
135	No $vs-cap in AG(136,2) with unbounded s	Bound (linear)	[i]
136	No $vs-cap in AG(137,2) with unbounded s	Bound (linear)	[i]
137	No $vs-cap in AG(138,2) with unbounded s	Bound (linear)	[i]
138	No $vs-cap in AG(139,2) with unbounded s	Bound (linear)	[i]
139	No $vs-cap in AG(140,2) with unbounded s	Bound (linear)	[i]
140	No $vs-cap in AG(141,2) with unbounded s	Bound (linear)	[i]
141	No $vs-cap in AG(142,2) with unbounded s	Bound (linear)	[i]
142	No $vs-cap in AG(143,2) with unbounded s	Bound (linear)	[i]
143	No $vs-cap in AG(144,2) with unbounded s	Bound (linear)	[i]
144	No $vs-cap in AG(145,2) with unbounded s	Bound (linear)	[i]
145	No $vs-cap in AG(146,2) with unbounded s	Bound (linear)	[i]
146	No $vs-cap in AG(147,2) with unbounded s	Bound (linear)	[i]
147	No $vs-cap in AG(148,2) with unbounded s	Bound (linear)	[i]
148	No $vs-cap in AG(149,2) with unbounded s	Bound (linear)	[i]
149	No $vs-cap in AG(150,2) with unbounded s	Bound (linear)	[i]
150	No $vs-cap in AG(151,2) with unbounded s	Bound (linear)	[i]
151	No $vs-cap in AG(152,2) with unbounded s	Bound (linear)	[i]
152	No $vs-cap in AG(153,2) with unbounded s	Bound (linear)	[i]
153	No $vs-cap in AG(154,2) with unbounded s	Bound (linear)	[i]
154	No $vs-cap in AG(155,2) with unbounded s	Bound (linear)	[i]
155	No $vs-cap in AG(156,2) with unbounded s	Bound (linear)	[i]
156	No $vs-cap in AG(157,2) with unbounded s	Bound (linear)	[i]
157	No $vs-cap in AG(158,2) with unbounded s	Bound (linear)	[i]
158	No $vs-cap in AG(159,2) with unbounded s	Bound (linear)	[i]
159	No $vs-cap in AG(160,2) with unbounded s	Bound (linear)	[i]
160	No $vs-cap in AG(161,2) with unbounded s	Bound (linear)	[i]
161	No $vs-cap in AG(162,2) with unbounded s	Bound (linear)	[i]
162	No $vs-cap in AG(163,2) with unbounded s	Bound (linear)	[i]
163	No $vs-cap in AG(164,2) with unbounded s	Bound (linear)	[i]
164	No $vs-cap in AG(165,2) with unbounded s	Bound (linear)	[i]
165	No $vs-cap in AG(166,2) with unbounded s	Bound (linear)	[i]
166	No $vs-cap in AG(167,2) with unbounded s	Bound (linear)	[i]
167	No $vs-cap in AG(168,2) with unbounded s	Bound (linear)	[i]
168	No $vs-cap in AG(169,2) with unbounded s	Bound (linear)	[i]
169	No $vs-cap in AG(170,2) with unbounded s	Bound (linear)	[i]
170	No $vs-cap in AG(171,2) with unbounded s	Bound (linear)	[i]
171	No $vs-cap in AG(172,2) with unbounded s	Bound (linear)	[i]
172	No $vs-cap in AG(173,2) with unbounded s	Bound (linear)	[i]
173	No $vs-cap in AG(174,2) with unbounded s	Bound (linear)	[i]
174	No $vs-cap in AG(175,2) with unbounded s	Bound (linear)	[i]
175	No $vs-cap in AG(176,2) with unbounded s	Bound (linear)	[i]
176	No $vs-cap in AG(177,2) with unbounded s	Bound (linear)	[i]
177	No $vs-cap in AG(178,2) with unbounded s	Bound (linear)	[i]
178	No $vs-cap in AG(179,2) with unbounded s	Bound (linear)	[i]
179	No $vs-cap in AG(180,2) with unbounded s	Bound (linear)	[i]
180	No $vs-cap in AG(181,2) with unbounded s	Bound (linear)	[i]
181	No $vs-cap in AG(182,2) with unbounded s	Bound (linear)	[i]
182	No $vs-cap in AG(183,2) with unbounded s	Bound (linear)	[i]
183	No $vs-cap in AG(184,2) with unbounded s	Bound (linear)	[i]
184	No $vs-cap in AG(185,2) with unbounded s	Bound (linear)	[i]
185	No $vs-cap in AG(186,2) with unbounded s	Bound (linear)	[i]
186	No $vs-cap in AG(187,2) with unbounded s	Bound (linear)	[i]
187	No $vs-cap in AG(188,2) with unbounded s	Bound (linear)	[i]
188	No $vs-cap in AG(189,2) with unbounded s	Bound (linear)	[i]
189	No $vs-cap in AG(190,2) with unbounded s	Bound (linear)	[i]
190	No $vs-cap in AG(191,2) with unbounded s	Bound (linear)	[i]
191	No $vs-cap in AG(192,2) with unbounded s	Bound (linear)	[i]
192	No $vs-cap in AG(193,2) with unbounded s	Bound (linear)	[i]
193	No $vs-cap in AG(194,2) with unbounded s	Bound (linear)	[i]
194	No $vs-cap in AG(195,2) with unbounded s	Bound (linear)	[i]
195	No $vs-cap in AG(196,2) with unbounded s	Bound (linear)	[i]
196	No $vs-cap in AG(197,2) with unbounded s	Bound (linear)	[i]
197	No $vs-cap in AG(198,2) with unbounded s	Bound (linear)	[i]
198	No $vs-cap in AG(199,2) with unbounded s	Bound (linear)	[i]
199	No $vs-cap in AG(200,2) with unbounded s	Bound (linear)	[i]
200	No $vs-cap in AG(201,2) with unbounded s	Bound (linear)	[i]

First 100 Prev 100 Next 100 Last 95