Titlebook: Intelligent Systems Design and Applications; 22nd International C Ajith Abraham,Sabri Pllana,Anu Bajaj Conference proceedings 2023 The Edit

落葉劑

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

高度贊揚(yáng)

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

講個(gè)故事逗他

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

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

變量

entail

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

Aldísio Gon?alves Medeiros,Lucas de Oliveira Santos,Pedro Pedrosa Rebou?as 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

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

Hyperalgesia

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