落叶剂
发表于 2025-3-30 09:12:20
Adyasha Sahu,Pradeep Kumar Das,Sukadev Meher,Rutuparna Panda,Ajith Abraham . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
高度赞扬
发表于 2025-3-30 13:42:18
Parmeshwara Joga,B. Harshini,Rashmi Sahay . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
讲个故事逗他
发表于 2025-3-30 18:21:35
Siwar Mahmoudi,Wiem Nhidi,Chaker Bennour,Ali Ben Belgacem,Ridha Ejbali . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
葡萄糖
发表于 2025-3-31 00:34:30
Nesrine Ouled Abdallah,Fairouz Fakhfakh,Faten Fakhfakh . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
变量
发表于 2025-3-31 01:53:57
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entail
发表于 2025-3-31 06:37:51
Marouane Ait Said,Abdelmajid Hajami . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
雪白
发表于 2025-3-31 09:44:03
Aldísio Gonçalves Medeiros,Lucas de Oliveira Santos,Pedro Pedrosa Rebouças Filho . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
oxidize
发表于 2025-3-31 14:26:44
Yuri Kazakov,Ivan Stebakov,Alexander Fetisov,Alexey Kornaev,Roman Polyakov . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri
defray
发表于 2025-3-31 19:16:27
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Hyperalgesia
发表于 2025-3-31 21:46:51
Salwa Abdelwahed,Haifa Touati . is linearizable (rectifiable) if it is equivalent to a linear three-web, i.e. three-web formed by three one-parameter families of straight lines. A criterion of linearizability is very important in web geometry and especially in its application to nomography. All previous attempts to find the cri