math:2:convexe
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Fichiers dans math:2:cours
- ch01_boite2.png
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- ch01_histo1.png
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- ch01_histo3.png
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- ch01_stat-nuage-et-correlation.png
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- ch11_compa_serie_inte.png
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- ch12_intro_var_alea_continue.png
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- ch13_projete_orthogonal_minimum.pdf
- 2020/05/10 21:23
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- ch13_projete_orthogonal_procede_gram_schmidt.pdf
- 2020/05/10 21:23
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- ch13_projete_orthogonal.pdf
- 2020/05/10 21:23
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- ch14_ligne_niveau_hyperboloide.png
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- ch14_ligne_niveau_plan.png
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- ch14_ligne_niveau_sphere.png
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- ch14_ligne_niveau_xy_rac_x2_plus_y2.png
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- ch14_surface_hyperboloide.png
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- ch14_surface_plan.png
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- ch14_surface_x2_plus_y2.png
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- ch14_surface_xy_rac_x2_plus_y2.png
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- estimation_parametre_poisson.pdf
- 2020/05/10 21:23
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- estimation_parametre_poisson.png
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- estimation_parametre_poisson2.pdf
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- estimation_parametre_poisson2.png
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- lfgn_et_tlc.pdf
- 2022/01/28 17:43
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- lfgn_et_tlc.png
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- 2022/01/28 17:43
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- loi_exponentielle.pdf
- 2020/05/10 21:23
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- loi_exponentielle.png
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- loi_faible_bernoulli.pdf
- 2020/05/10 21:23
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- loi_faible_bernoulli.png
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- loi_gamma.ggb
- 2020/05/10 21:23
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- loi_gamma.pdf
- 2020/05/10 21:23
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- loi_gamma.png
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- 2020/05/10 21:23
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- loi_normale.ggb
- 2020/05/10 21:23
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- simulations_loi_exponentielle.pdf
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- simulations_loi_exponentielle.png
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- 2020/05/10 21:23
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- surface_et_derivee_directionnelle.pdf
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- surface_et_derivee_directionnelle2.pdf
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- surface_et_pente_maxi.pdf
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- surface_et_pente_maxi.png
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- 2020/05/10 21:23
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- surface_et_plan_tangent.pdf
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- surface_et_plan_tangent.png
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- surface_et_plan_tangent2.pdf
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- surface_et_plan_tangent3.pdf
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- 2020/05/10 21:23
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- surface_x2_plus_y2_deriv_partielle2.pdf
- 2020/05/10 21:23
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- surface_x2_plus_y2_deriv_partielle2.png
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- 2020/05/10 21:23
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- table_loi_normale.pdf
- 2020/05/10 21:23
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- table_loi_normale.png
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- 2020/05/10 21:23
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- tlc_n_egal_005.pdf
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- tlc_n_egal_010.pdf
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- tlc_n_egal_100.pdf
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![[racine]](/ecs-touchard/wiki/doku.php?id=math:2:convexe&ns=&tab_files=files&do=media&tab_details=history&image=math%3A2%3Acours%3Aloi_faible_bernoulli.png){kind=link}
math/2/convexe.txt · Dernière modification : 2020/05/10 21:19 de 127.0.0.1